MC
07bb_d4ed
Assume independent assortment and complete dominance at every gene.
Use the blank table to organize your work. For each gene, enter the number of possibilities, then multiply across the row to find the total.
Work in order: (a) and (b) count the different gametes each person can produce; (c) give the Punnett square dimensions (rows × columns) and total number of cells; then count the different offspring outcomes in the remaining row(s). You do not need to draw the full Punnett square.
Fill in the white cells and shaded TOTAL cells. Use your final total to select the answer below.
| Genes → | A | B | C | D | TOTAL |
|---|---|---|---|---|---|
| KieuVi genotype | AA | Bb | Cc | Dd | |
| Yusur genotype | Aa | bb | CC | Dd | |
| (a) KieuVi gametes | |||||
| (b) Yusur gametes | |||||
| (c) Punnett square size | → | ||||
| (d) Number of cross genotypes | |||||
How many unique offspring genotypes can the cross between KieuVi and Yusur produce?
Hint: Each locus contributes 1, 2, or 3 genotypes. Multiply the per-locus counts.
1 Incorrect 2 × 3 = 6 (i.e. 1 gene with two forms and 1 gene with three forms) Incorrect 23 = 8 (i.e. 3 genes with two forms) Incorrect 22 × 3 = 12 (i.e. 2 genes with two forms and 1 gene with three forms) Incorrect 23 × 3 = 24 (i.e. 3 genes with two forms and 1 gene with three forms) Correct 34 = 81 (i.e. 4 genes with three forms) Incorrect MC6cfe_48e1
Assume independent assortment and complete dominance at every gene.
Use the blank table to organize your work. For each gene, enter the number of possibilities, then multiply across the row to find the total.
Work in order: (a) and (b) count the different gametes each person can produce; (c) give the Punnett square dimensions (rows × columns) and total number of cells; then count the different offspring outcomes in the remaining row(s). You do not need to draw the full Punnett square.
Fill in the white cells and shaded TOTAL cells. Use your final total to select the answer below.
| Genes → | A | B | C | D | TOTAL |
|---|---|---|---|---|---|
| Themarr genotype | AA | Bb | Cc | DD | |
| Jackie genotype | Aa | Bb | Cc | Dd | |
| (a) Themarr gametes | |||||
| (b) Jackie gametes | |||||
| (c) Punnett square size | → | ||||
| (d) Number of cross genotypes | |||||
How many unique offspring genotypes can the cross between Themarr and Jackie produce?
Hint: Each locus contributes 1, 2, or 3 genotypes. Multiply the per-locus counts.
2 × 3 = 6 (i.e. 1 gene with two forms and 1 gene with three forms) Incorrect 23 = 8 (i.e. 3 genes with two forms) Incorrect 24 = 16 (i.e. 4 genes with two forms) Incorrect 22 × 32 = 36 (i.e. 2 genes with two forms and 2 genes with three forms) Correct 2 × 33 = 54 (i.e. 1 gene with two forms and 3 genes with three forms) Incorrect 34 = 81 (i.e. 4 genes with three forms) Incorrect MCe673_687a
Assume independent assortment and complete dominance at every gene.
Use the blank table to organize your work. For each gene, enter the number of possibilities, then multiply across the row to find the total.
Work in order: (a) and (b) count the different gametes each person can produce; (c) give the Punnett square dimensions (rows × columns) and total number of cells; then count the different offspring outcomes in the remaining row(s). You do not need to draw the full Punnett square.
Fill in the white cells and shaded TOTAL cells. Use your final total to select the answer below.
| Genes → | A | B | C | D | TOTAL |
|---|---|---|---|---|---|
| Isaac genotype | aa | Bb | CC | Dd | |
| Sharada genotype | aa | Bb | Cc | dd | |
| (a) Isaac gametes | |||||
| (b) Sharada gametes | |||||
| (c) Punnett square size | → | ||||
| (d) Number of cross genotypes | |||||
How many unique offspring genotypes can the cross between Isaac and Sharada produce?
Hint: Each locus contributes 1, 2, or 3 genotypes. Multiply the per-locus counts.
2 = 2 (i.e. 1 gene with two forms) Incorrect 22 × 3 = 12 (i.e. 2 genes with two forms and 1 gene with three forms) Correct 2 × 32 = 18 (i.e. 1 gene with two forms and 2 genes with three forms) Incorrect 23 × 3 = 24 (i.e. 3 genes with two forms and 1 gene with three forms) Incorrect 33 = 27 (i.e. 3 genes with three forms) Incorrect 22 × 32 = 36 (i.e. 2 genes with two forms and 2 genes with three forms) Incorrect MC1bce_366e
Assume independent assortment and complete dominance at every gene.
Use the blank table to organize your work. For each gene, enter the number of possibilities, then multiply across the row to find the total.
Work in order: (a) and (b) count the different gametes each person can produce; (c) give the Punnett square dimensions (rows × columns) and total number of cells; then count the different offspring outcomes in the remaining row(s). You do not need to draw the full Punnett square.
Fill in the white cells and shaded TOTAL cells. Use your final total to select the answer below.
| Genes → | A | B | C | D | TOTAL |
|---|---|---|---|---|---|
| Meghan genotype | AA | Bb | CC | Dd | |
| Denise genotype | AA | Bb | CC | Dd | |
| (a) Meghan gametes | |||||
| (b) Denise gametes | |||||
| (c) Punnett square size | → | ||||
| (d) Number of cross genotypes | |||||
How many unique offspring genotypes can the cross between Meghan and Denise produce?
Hint: Each locus contributes 1, 2, or 3 genotypes. Multiply the per-locus counts.
3 = 3 (i.e. 1 gene with three forms) Incorrect 32 = 9 (i.e. 2 genes with three forms) Correct 22 × 3 = 12 (i.e. 2 genes with two forms and 1 gene with three forms) Incorrect 24 = 16 (i.e. 4 genes with two forms) Incorrect 22 × 32 = 36 (i.e. 2 genes with two forms and 2 genes with three forms) Incorrect 2 × 33 = 54 (i.e. 1 gene with two forms and 3 genes with three forms) Incorrect MC4c12_08b0
Assume independent assortment and complete dominance at every gene.
Use the blank table to organize your work. For each gene, enter the number of possibilities, then multiply across the row to find the total.
Work in order: (a) and (b) count the different gametes each person can produce; (c) give the Punnett square dimensions (rows × columns) and total number of cells; then count the different offspring outcomes in the remaining row(s). You do not need to draw the full Punnett square.
Fill in the white cells and shaded TOTAL cells. Use your final total to select the answer below.
| Genes → | A | B | C | D | TOTAL |
|---|---|---|---|---|---|
| Segun genotype | Aa | Bb | CC | dd | |
| Kareem genotype | Aa | Bb | Cc | dd | |
| (a) Segun gametes | |||||
| (b) Kareem gametes | |||||
| (c) Punnett square size | → | ||||
| (d) Number of cross genotypes | |||||
How many unique offspring genotypes can the cross between Segun and Kareem produce?
Hint: Each locus contributes 1, 2, or 3 genotypes. Multiply the per-locus counts.
1 Incorrect 22 = 4 (i.e. 2 genes with two forms) Incorrect 2 × 32 = 18 (i.e. 1 gene with two forms and 2 genes with three forms) Correct 23 × 3 = 24 (i.e. 3 genes with two forms and 1 gene with three forms) Incorrect 33 = 27 (i.e. 3 genes with three forms) Incorrect 22 × 32 = 36 (i.e. 2 genes with two forms and 2 genes with three forms) Incorrect MCd07e_fb61
Assume independent assortment and complete dominance at every gene.
Use the blank table to organize your work. For each gene, enter the number of possibilities, then multiply across the row to find the total.
Work in order: (a) and (b) count the different gametes each person can produce; (c) give the Punnett square dimensions (rows × columns) and total number of cells; then count the different offspring outcomes in the remaining row(s). You do not need to draw the full Punnett square.
Fill in the white cells and shaded TOTAL cells. Use your final total to select the answer below.
| Genes → | A | B | C | D | TOTAL |
|---|---|---|---|---|---|
| Segun genotype | aa | Bb | CC | Dd | |
| Morgan genotype | Aa | Bb | Cc | Dd | |
| (a) Segun gametes | |||||
| (b) Morgan gametes | |||||
| (c) Punnett square size | → | ||||
| (d) Number of cross genotypes | |||||
How many unique offspring genotypes can the cross between Segun and Morgan produce?
Hint: Each locus contributes 1, 2, or 3 genotypes. Multiply the per-locus counts.
3 = 3 (i.e. 1 gene with three forms) Incorrect 2 × 3 = 6 (i.e. 1 gene with two forms and 1 gene with three forms) Incorrect 32 = 9 (i.e. 2 genes with three forms) Incorrect 22 × 3 = 12 (i.e. 2 genes with two forms and 1 gene with three forms) Incorrect 22 × 32 = 36 (i.e. 2 genes with two forms and 2 genes with three forms) Correct 34 = 81 (i.e. 4 genes with three forms) Incorrect MCe5fe_9d96
Assume independent assortment and complete dominance at every gene.
Use the blank table to organize your work. For each gene, enter the number of possibilities, then multiply across the row to find the total.
Work in order: (a) and (b) count the different gametes each person can produce; (c) give the Punnett square dimensions (rows × columns) and total number of cells; then count the different offspring outcomes in the remaining row(s). You do not need to draw the full Punnett square.
Fill in the white cells and shaded TOTAL cells. Use your final total to select the answer below.
| Genes → | A | B | C | D | TOTAL |
|---|---|---|---|---|---|
| Akila genotype | AA | Bb | Cc | Dd | |
| Elexis genotype | AA | Bb | Cc | DD | |
| (a) Akila gametes | |||||
| (b) Elexis gametes | |||||
| (c) Punnett square size | → | ||||
| (d) Number of cross genotypes | |||||
How many unique offspring genotypes can the cross between Akila and Elexis produce?
Hint: Each locus contributes 1, 2, or 3 genotypes. Multiply the per-locus counts.
1 Incorrect 2 = 2 (i.e. 1 gene with two forms) Incorrect 2 × 3 = 6 (i.e. 1 gene with two forms and 1 gene with three forms) Incorrect 24 = 16 (i.e. 4 genes with two forms) Incorrect 2 × 32 = 18 (i.e. 1 gene with two forms and 2 genes with three forms) Correct 2 × 33 = 54 (i.e. 1 gene with two forms and 3 genes with three forms) Incorrect MC3194_1b8c
Assume independent assortment and complete dominance at every gene.
Use the blank table to organize your work. For each gene, enter the number of possibilities, then multiply across the row to find the total.
Work in order: (a) and (b) count the different gametes each person can produce; (c) give the Punnett square dimensions (rows × columns) and total number of cells; then count the different offspring outcomes in the remaining row(s). You do not need to draw the full Punnett square.
Fill in the white cells and shaded TOTAL cells. Use your final total to select the answer below.
| Genes → | A | B | C | D | TOTAL |
|---|---|---|---|---|---|
| Ryan genotype | AA | Bb | Cc | dd | |
| Whitney genotype | Aa | bb | Cc | dd | |
| (a) Ryan gametes | |||||
| (b) Whitney gametes | |||||
| (c) Punnett square size | → | ||||
| (d) Number of cross genotypes | |||||
How many unique offspring genotypes can the cross between Ryan and Whitney produce?
Hint: Each locus contributes 1, 2, or 3 genotypes. Multiply the per-locus counts.
3 = 3 (i.e. 1 gene with three forms) Incorrect 22 = 4 (i.e. 2 genes with two forms) Incorrect 22 × 3 = 12 (i.e. 2 genes with two forms and 1 gene with three forms) Correct 22 × 32 = 36 (i.e. 2 genes with two forms and 2 genes with three forms) Incorrect 2 × 33 = 54 (i.e. 1 gene with two forms and 3 genes with three forms) Incorrect 34 = 81 (i.e. 4 genes with three forms) Incorrect MCfe4e_6a60
Assume independent assortment and complete dominance at every gene.
Use the blank table to organize your work. For each gene, enter the number of possibilities, then multiply across the row to find the total.
Work in order: (a) and (b) count the different gametes each person can produce; (c) give the Punnett square dimensions (rows × columns) and total number of cells; then count the different offspring outcomes in the remaining row(s). You do not need to draw the full Punnett square.
Fill in the white cells and shaded TOTAL cells. Use your final total to select the answer below.
| Genes → | A | B | C | D | TOTAL |
|---|---|---|---|---|---|
| Hiba genotype | Aa | Bb | Cc | DD | |
| Martin genotype | Aa | BB | cc | Dd | |
| (a) Hiba gametes | |||||
| (b) Martin gametes | |||||
| (c) Punnett square size | → | ||||
| (d) Number of cross genotypes | |||||
How many unique offspring genotypes can the cross between Hiba and Martin produce?
Hint: Each locus contributes 1, 2, or 3 genotypes. Multiply the per-locus counts.
2 = 2 (i.e. 1 gene with two forms) Incorrect 22 = 4 (i.e. 2 genes with two forms) Incorrect 2 × 3 = 6 (i.e. 1 gene with two forms and 1 gene with three forms) Incorrect 23 × 3 = 24 (i.e. 3 genes with two forms and 1 gene with three forms) Correct 33 = 27 (i.e. 3 genes with three forms) Incorrect 2 × 33 = 54 (i.e. 1 gene with two forms and 3 genes with three forms) Incorrect MC4120_50ba
Assume independent assortment and complete dominance at every gene.
Use the blank table to organize your work. For each gene, enter the number of possibilities, then multiply across the row to find the total.
Work in order: (a) and (b) count the different gametes each person can produce; (c) give the Punnett square dimensions (rows × columns) and total number of cells; then count the different offspring outcomes in the remaining row(s). You do not need to draw the full Punnett square.
Fill in the white cells and shaded TOTAL cells. Use your final total to select the answer below.
| Genes → | A | B | C | D | TOTAL |
|---|---|---|---|---|---|
| Sabaa genotype | Aa | Bb | Cc | dd | |
| Bianca genotype | Aa | Bb | Cc | Dd | |
| (a) Sabaa gametes | |||||
| (b) Bianca gametes | |||||
| (c) Punnett square size | → | ||||
| (d) Number of cross genotypes | |||||
How many unique offspring genotypes can the cross between Sabaa and Bianca produce?
Hint: Each locus contributes 1, 2, or 3 genotypes. Multiply the per-locus counts.
1 Incorrect 2 = 2 (i.e. 1 gene with two forms) Incorrect 2 × 3 = 6 (i.e. 1 gene with two forms and 1 gene with three forms) Incorrect 32 = 9 (i.e. 2 genes with three forms) Incorrect 22 × 32 = 36 (i.e. 2 genes with two forms and 2 genes with three forms) Incorrect 2 × 33 = 54 (i.e. 1 gene with two forms and 3 genes with three forms) Correct MC9290_da3a
Assume independent assortment and complete dominance at every gene.
Use the blank table to organize your work. For each gene, enter the number of possibilities, then multiply across the row to find the total.
Work in order: (a) and (b) count the different gametes each person can produce; (c) give the Punnett square dimensions (rows × columns) and total number of cells; then count the different offspring outcomes in the remaining row(s). You do not need to draw the full Punnett square.
Fill in the white cells and shaded TOTAL cells. Use your final total to select the answer below.
| Genes → | A | B | C | D | TOTAL |
|---|---|---|---|---|---|
| Keidi genotype | Aa | BB | Cc | Dd | |
| Rikita genotype | Aa | BB | CC | Dd | |
| (a) Keidi gametes | |||||
| (b) Rikita gametes | |||||
| (c) Punnett square size | → | ||||
| (d) Number of cross genotypes | |||||
How many unique offspring genotypes can the cross between Keidi and Rikita produce?
Hint: Each locus contributes 1, 2, or 3 genotypes. Multiply the per-locus counts.
22 = 4 (i.e. 2 genes with two forms) Incorrect 23 = 8 (i.e. 3 genes with two forms) Incorrect 32 = 9 (i.e. 2 genes with three forms) Incorrect 2 × 32 = 18 (i.e. 1 gene with two forms and 2 genes with three forms) Correct 23 × 3 = 24 (i.e. 3 genes with two forms and 1 gene with three forms) Incorrect 34 = 81 (i.e. 4 genes with three forms) Incorrect MCde41_6e5b
Assume independent assortment and complete dominance at every gene.
Use the blank table to organize your work. For each gene, enter the number of possibilities, then multiply across the row to find the total.
Work in order: (a) and (b) count the different gametes each person can produce; (c) give the Punnett square dimensions (rows × columns) and total number of cells; then count the different offspring outcomes in the remaining row(s). You do not need to draw the full Punnett square.
Fill in the white cells and shaded TOTAL cells. Use your final total to select the answer below.
| Genes → | A | B | C | D | TOTAL |
|---|---|---|---|---|---|
| Asmita genotype | AA | Bb | CC | Dd | |
| Yushi genotype | AA | Bb | Cc | Dd | |
| (a) Asmita gametes | |||||
| (b) Yushi gametes | |||||
| (c) Punnett square size | → | ||||
| (d) Number of cross genotypes | |||||
How many unique offspring genotypes can the cross between Asmita and Yushi produce?
Hint: Each locus contributes 1, 2, or 3 genotypes. Multiply the per-locus counts.
1 Incorrect 22 = 4 (i.e. 2 genes with two forms) Incorrect 2 × 32 = 18 (i.e. 1 gene with two forms and 2 genes with three forms) Correct 23 × 3 = 24 (i.e. 3 genes with two forms and 1 gene with three forms) Incorrect 33 = 27 (i.e. 3 genes with three forms) Incorrect 2 × 33 = 54 (i.e. 1 gene with two forms and 3 genes with three forms) Incorrect MC07f3_ba3d
Assume independent assortment and complete dominance at every gene.
Use the blank table to organize your work. For each gene, enter the number of possibilities, then multiply across the row to find the total.
Work in order: (a) and (b) count the different gametes each person can produce; (c) give the Punnett square dimensions (rows × columns) and total number of cells; then count the different offspring outcomes in the remaining row(s). You do not need to draw the full Punnett square.
Fill in the white cells and shaded TOTAL cells. Use your final total to select the answer below.
| Genes → | A | B | C | D | TOTAL |
|---|---|---|---|---|---|
| Theresa genotype | Aa | Bb | cc | Dd | |
| Nandhini genotype | Aa | Bb | Cc | DD | |
| (a) Theresa gametes | |||||
| (b) Nandhini gametes | |||||
| (c) Punnett square size | → | ||||
| (d) Number of cross genotypes | |||||
How many unique offspring genotypes can the cross between Theresa and Nandhini produce?
Hint: Each locus contributes 1, 2, or 3 genotypes. Multiply the per-locus counts.
1 Incorrect 2 = 2 (i.e. 1 gene with two forms) Incorrect 3 = 3 (i.e. 1 gene with three forms) Incorrect 22 = 4 (i.e. 2 genes with two forms) Incorrect 23 = 8 (i.e. 3 genes with two forms) Incorrect 22 × 32 = 36 (i.e. 2 genes with two forms and 2 genes with three forms) Correct MCe64d_dfc8
Assume independent assortment and complete dominance at every gene.
Use the blank table to organize your work. For each gene, enter the number of possibilities, then multiply across the row to find the total.
Work in order: (a) and (b) count the different gametes each person can produce; (c) give the Punnett square dimensions (rows × columns) and total number of cells; then count the different offspring outcomes in the remaining row(s). You do not need to draw the full Punnett square.
Fill in the white cells and shaded TOTAL cells. Use your final total to select the answer below.
| Genes → | A | B | C | D | TOTAL |
|---|---|---|---|---|---|
| Mariah genotype | aa | Bb | Cc | dd | |
| Salume genotype | Aa | Bb | CC | DD | |
| (a) Mariah gametes | |||||
| (b) Salume gametes | |||||
| (c) Punnett square size | → | ||||
| (d) Number of cross genotypes | |||||
How many unique offspring genotypes can the cross between Mariah and Salume produce?
Hint: Each locus contributes 1, 2, or 3 genotypes. Multiply the per-locus counts.
1 Incorrect 3 = 3 (i.e. 1 gene with three forms) Incorrect 32 = 9 (i.e. 2 genes with three forms) Incorrect 22 × 3 = 12 (i.e. 2 genes with two forms and 1 gene with three forms) Correct 2 × 32 = 18 (i.e. 1 gene with two forms and 2 genes with three forms) Incorrect 2 × 33 = 54 (i.e. 1 gene with two forms and 3 genes with three forms) Incorrect MC40eb_b524
Assume independent assortment and complete dominance at every gene.
Use the blank table to organize your work. For each gene, enter the number of possibilities, then multiply across the row to find the total.
Work in order: (a) and (b) count the different gametes each person can produce; (c) give the Punnett square dimensions (rows × columns) and total number of cells; then count the different offspring outcomes in the remaining row(s). You do not need to draw the full Punnett square.
Fill in the white cells and shaded TOTAL cells. Use your final total to select the answer below.
| Genes → | A | B | C | D | TOTAL |
|---|---|---|---|---|---|
| Lana genotype | Aa | Bb | Cc | Dd | |
| Keidi genotype | Aa | Bb | cc | Dd | |
| (a) Lana gametes | |||||
| (b) Keidi gametes | |||||
| (c) Punnett square size | → | ||||
| (d) Number of cross genotypes | |||||
How many unique offspring genotypes can the cross between Lana and Keidi produce?
Hint: Each locus contributes 1, 2, or 3 genotypes. Multiply the per-locus counts.
3 = 3 (i.e. 1 gene with three forms) Incorrect 23 = 8 (i.e. 3 genes with two forms) Incorrect 2 × 32 = 18 (i.e. 1 gene with two forms and 2 genes with three forms) Incorrect 23 × 3 = 24 (i.e. 3 genes with two forms and 1 gene with three forms) Incorrect 22 × 32 = 36 (i.e. 2 genes with two forms and 2 genes with three forms) Incorrect 2 × 33 = 54 (i.e. 1 gene with two forms and 3 genes with three forms) Correct MCfdc7_79a1
Assume independent assortment and complete dominance at every gene.
Use the blank table to organize your work. For each gene, enter the number of possibilities, then multiply across the row to find the total.
Work in order: (a) and (b) count the different gametes each person can produce; (c) give the Punnett square dimensions (rows × columns) and total number of cells; then count the different offspring outcomes in the remaining row(s). You do not need to draw the full Punnett square.
Fill in the white cells and shaded TOTAL cells. Use your final total to select the answer below.
| Genes → | A | B | C | D | TOTAL |
|---|---|---|---|---|---|
| Amtur genotype | Aa | bb | Cc | Dd | |
| Lora genotype | Aa | BB | Cc | dd | |
| (a) Amtur gametes | |||||
| (b) Lora gametes | |||||
| (c) Punnett square size | → | ||||
| (d) Number of cross genotypes | |||||
How many unique offspring genotypes can the cross between Amtur and Lora produce?
Hint: Each locus contributes 1, 2, or 3 genotypes. Multiply the per-locus counts.
3 = 3 (i.e. 1 gene with three forms) Incorrect 22 = 4 (i.e. 2 genes with two forms) Incorrect 23 = 8 (i.e. 3 genes with two forms) Incorrect 24 = 16 (i.e. 4 genes with two forms) Incorrect 2 × 32 = 18 (i.e. 1 gene with two forms and 2 genes with three forms) Correct 2 × 33 = 54 (i.e. 1 gene with two forms and 3 genes with three forms) Incorrect MCcd1a_fa35
Assume independent assortment and complete dominance at every gene.
Use the blank table to organize your work. For each gene, enter the number of possibilities, then multiply across the row to find the total.
Work in order: (a) and (b) count the different gametes each person can produce; (c) give the Punnett square dimensions (rows × columns) and total number of cells; then count the different offspring outcomes in the remaining row(s). You do not need to draw the full Punnett square.
Fill in the white cells and shaded TOTAL cells. Use your final total to select the answer below.
| Genes → | A | B | C | D | TOTAL |
|---|---|---|---|---|---|
| Maggie genotype | Aa | Bb | CC | Dd | |
| Sai genotype | AA | Bb | Cc | Dd | |
| (a) Maggie gametes | |||||
| (b) Sai gametes | |||||
| (c) Punnett square size | → | ||||
| (d) Number of cross genotypes | |||||
How many unique offspring genotypes can the cross between Maggie and Sai produce?
Hint: Each locus contributes 1, 2, or 3 genotypes. Multiply the per-locus counts.
1 Incorrect 22 = 4 (i.e. 2 genes with two forms) Incorrect 32 = 9 (i.e. 2 genes with three forms) Incorrect 2 × 32 = 18 (i.e. 1 gene with two forms and 2 genes with three forms) Incorrect 23 × 3 = 24 (i.e. 3 genes with two forms and 1 gene with three forms) Incorrect 22 × 32 = 36 (i.e. 2 genes with two forms and 2 genes with three forms) Correct MC31a6_247c
Assume independent assortment and complete dominance at every gene.
Use the blank table to organize your work. For each gene, enter the number of possibilities, then multiply across the row to find the total.
Work in order: (a) and (b) count the different gametes each person can produce; (c) give the Punnett square dimensions (rows × columns) and total number of cells; then count the different offspring outcomes in the remaining row(s). You do not need to draw the full Punnett square.
Fill in the white cells and shaded TOTAL cells. Use your final total to select the answer below.
| Genes → | A | B | C | D | TOTAL |
|---|---|---|---|---|---|
| Umang genotype | aa | Bb | cc | Dd | |
| Khushbu genotype | AA | Bb | CC | Dd | |
| (a) Umang gametes | |||||
| (b) Khushbu gametes | |||||
| (c) Punnett square size | → | ||||
| (d) Number of cross genotypes | |||||
How many unique offspring genotypes can the cross between Umang and Khushbu produce?
Hint: Each locus contributes 1, 2, or 3 genotypes. Multiply the per-locus counts.
2 = 2 (i.e. 1 gene with two forms) Incorrect 22 = 4 (i.e. 2 genes with two forms) Incorrect 32 = 9 (i.e. 2 genes with three forms) Correct 24 = 16 (i.e. 4 genes with two forms) Incorrect 23 × 3 = 24 (i.e. 3 genes with two forms and 1 gene with three forms) Incorrect 33 = 27 (i.e. 3 genes with three forms) Incorrect MCd0c0_3f55
Assume independent assortment and complete dominance at every gene.
Use the blank table to organize your work. For each gene, enter the number of possibilities, then multiply across the row to find the total.
Work in order: (a) and (b) count the different gametes each person can produce; (c) give the Punnett square dimensions (rows × columns) and total number of cells; then count the different offspring outcomes in the remaining row(s). You do not need to draw the full Punnett square.
Fill in the white cells and shaded TOTAL cells. Use your final total to select the answer below.
| Genes → | A | B | C | D | TOTAL |
|---|---|---|---|---|---|
| Katherine genotype | aa | Bb | Cc | Dd | |
| Khushbu genotype | Aa | BB | CC | Dd | |
| (a) Katherine gametes | |||||
| (b) Khushbu gametes | |||||
| (c) Punnett square size | → | ||||
| (d) Number of cross genotypes | |||||
How many unique offspring genotypes can the cross between Katherine and Khushbu produce?
Hint: Each locus contributes 1, 2, or 3 genotypes. Multiply the per-locus counts.
1 Incorrect 2 × 3 = 6 (i.e. 1 gene with two forms and 1 gene with three forms) Incorrect 23 = 8 (i.e. 3 genes with two forms) Incorrect 32 = 9 (i.e. 2 genes with three forms) Incorrect 22 × 3 = 12 (i.e. 2 genes with two forms and 1 gene with three forms) Incorrect 23 × 3 = 24 (i.e. 3 genes with two forms and 1 gene with three forms) Correct MC31d1_9e8e
Assume independent assortment and complete dominance at every gene.
Use the blank table to organize your work. For each gene, enter the number of possibilities, then multiply across the row to find the total.
Work in order: (a) and (b) count the different gametes each person can produce; (c) give the Punnett square dimensions (rows × columns) and total number of cells; then count the different offspring outcomes in the remaining row(s). You do not need to draw the full Punnett square.
Fill in the white cells and shaded TOTAL cells. Use your final total to select the answer below.
| Genes → | A | B | C | D | TOTAL |
|---|---|---|---|---|---|
| Brandon genotype | Aa | BB | Cc | Dd | |
| Hassan genotype | aa | BB | Cc | Dd | |
| (a) Brandon gametes | |||||
| (b) Hassan gametes | |||||
| (c) Punnett square size | → | ||||
| (d) Number of cross genotypes | |||||
How many unique offspring genotypes can the cross between Brandon and Hassan produce?
Hint: Each locus contributes 1, 2, or 3 genotypes. Multiply the per-locus counts.
1 Incorrect 3 = 3 (i.e. 1 gene with three forms) Incorrect 2 × 3 = 6 (i.e. 1 gene with two forms and 1 gene with three forms) Incorrect 2 × 32 = 18 (i.e. 1 gene with two forms and 2 genes with three forms) Correct 22 × 32 = 36 (i.e. 2 genes with two forms and 2 genes with three forms) Incorrect 34 = 81 (i.e. 4 genes with three forms) Incorrect MCb7bd_1063
Assume independent assortment and complete dominance at every gene.
Use the blank table to organize your work. For each gene, enter the number of possibilities, then multiply across the row to find the total.
Work in order: (a) and (b) count the different gametes each person can produce; (c) give the Punnett square dimensions (rows × columns) and total number of cells; then count the different offspring outcomes in the remaining row(s). You do not need to draw the full Punnett square.
Fill in the white cells and shaded TOTAL cells. Use your final total to select the answer below.
| Genes → | A | B | C | D | TOTAL |
|---|---|---|---|---|---|
| Nate genotype | AA | bb | Cc | Dd | |
| Sonia genotype | Aa | bb | cc | Dd | |
| (a) Nate gametes | |||||
| (b) Sonia gametes | |||||
| (c) Punnett square size | → | ||||
| (d) Number of cross genotypes | |||||
How many unique offspring genotypes can the cross between Nate and Sonia produce?
Hint: Each locus contributes 1, 2, or 3 genotypes. Multiply the per-locus counts.
3 = 3 (i.e. 1 gene with three forms) Incorrect 32 = 9 (i.e. 2 genes with three forms) Incorrect 22 × 3 = 12 (i.e. 2 genes with two forms and 1 gene with three forms) Correct 23 × 3 = 24 (i.e. 3 genes with two forms and 1 gene with three forms) Incorrect 22 × 32 = 36 (i.e. 2 genes with two forms and 2 genes with three forms) Incorrect 34 = 81 (i.e. 4 genes with three forms) Incorrect MC500a_b02f
Assume independent assortment and complete dominance at every gene.
Use the blank table to organize your work. For each gene, enter the number of possibilities, then multiply across the row to find the total.
Work in order: (a) and (b) count the different gametes each person can produce; (c) give the Punnett square dimensions (rows × columns) and total number of cells; then count the different offspring outcomes in the remaining row(s). You do not need to draw the full Punnett square.
Fill in the white cells and shaded TOTAL cells. Use your final total to select the answer below.
| Genes → | A | B | C | D | TOTAL |
|---|---|---|---|---|---|
| Akshay genotype | Aa | Bb | cc | Dd | |
| Jamie genotype | Aa | Bb | Cc | dd | |
| (a) Akshay gametes | |||||
| (b) Jamie gametes | |||||
| (c) Punnett square size | → | ||||
| (d) Number of cross genotypes | |||||
How many unique offspring genotypes can the cross between Akshay and Jamie produce?
Hint: Each locus contributes 1, 2, or 3 genotypes. Multiply the per-locus counts.
22 = 4 (i.e. 2 genes with two forms) Incorrect 2 × 3 = 6 (i.e. 1 gene with two forms and 1 gene with three forms) Incorrect 24 = 16 (i.e. 4 genes with two forms) Incorrect 33 = 27 (i.e. 3 genes with three forms) Incorrect 22 × 32 = 36 (i.e. 2 genes with two forms and 2 genes with three forms) Correct 2 × 33 = 54 (i.e. 1 gene with two forms and 3 genes with three forms) Incorrect MC03d3_b898
Assume independent assortment and complete dominance at every gene.
Use the blank table to organize your work. For each gene, enter the number of possibilities, then multiply across the row to find the total.
Work in order: (a) and (b) count the different gametes each person can produce; (c) give the Punnett square dimensions (rows × columns) and total number of cells; then count the different offspring outcomes in the remaining row(s). You do not need to draw the full Punnett square.
Fill in the white cells and shaded TOTAL cells. Use your final total to select the answer below.
| Genes → | A | B | C | D | TOTAL |
|---|---|---|---|---|---|
| Matthew genotype | Aa | BB | CC | Dd | |
| Veda genotype | aa | Bb | cc | Dd | |
| (a) Matthew gametes | |||||
| (b) Veda gametes | |||||
| (c) Punnett square size | → | ||||
| (d) Number of cross genotypes | |||||
How many unique offspring genotypes can the cross between Matthew and Veda produce?
Hint: Each locus contributes 1, 2, or 3 genotypes. Multiply the per-locus counts.
1 Incorrect 3 = 3 (i.e. 1 gene with three forms) Incorrect 22 × 3 = 12 (i.e. 2 genes with two forms and 1 gene with three forms) Correct 24 = 16 (i.e. 4 genes with two forms) Incorrect 33 = 27 (i.e. 3 genes with three forms) Incorrect 2 × 33 = 54 (i.e. 1 gene with two forms and 3 genes with three forms) Incorrect MC7f5e_8410
Assume independent assortment and complete dominance at every gene.
Use the blank table to organize your work. For each gene, enter the number of possibilities, then multiply across the row to find the total.
Work in order: (a) and (b) count the different gametes each person can produce; (c) give the Punnett square dimensions (rows × columns) and total number of cells; then count the different offspring outcomes in the remaining row(s). You do not need to draw the full Punnett square.
Fill in the white cells and shaded TOTAL cells. Use your final total to select the answer below.
| Genes → | A | B | C | D | TOTAL |
|---|---|---|---|---|---|
| Hailey genotype | AA | Bb | CC | Dd | |
| Miranda genotype | AA | Bb | Cc | Dd | |
| (a) Hailey gametes | |||||
| (b) Miranda gametes | |||||
| (c) Punnett square size | → | ||||
| (d) Number of cross genotypes | |||||
How many unique offspring genotypes can the cross between Hailey and Miranda produce?
Hint: Each locus contributes 1, 2, or 3 genotypes. Multiply the per-locus counts.
22 = 4 (i.e. 2 genes with two forms) Incorrect 2 × 3 = 6 (i.e. 1 gene with two forms and 1 gene with three forms) Incorrect 23 = 8 (i.e. 3 genes with two forms) Incorrect 2 × 32 = 18 (i.e. 1 gene with two forms and 2 genes with three forms) Correct 22 × 32 = 36 (i.e. 2 genes with two forms and 2 genes with three forms) Incorrect 34 = 81 (i.e. 4 genes with three forms) Incorrect MCc76f_e8ba
Assume independent assortment and complete dominance at every gene.
Use the blank table to organize your work. For each gene, enter the number of possibilities, then multiply across the row to find the total.
Work in order: (a) and (b) count the different gametes each person can produce; (c) give the Punnett square dimensions (rows × columns) and total number of cells; then count the different offspring outcomes in the remaining row(s). You do not need to draw the full Punnett square.
Fill in the white cells and shaded TOTAL cells. Use your final total to select the answer below.
| Genes → | A | B | C | D | TOTAL |
|---|---|---|---|---|---|
| Laura genotype | Aa | Bb | Cc | Dd | |
| Dishank genotype | Aa | BB | Cc | Dd | |
| (a) Laura gametes | |||||
| (b) Dishank gametes | |||||
| (c) Punnett square size | → | ||||
| (d) Number of cross genotypes | |||||
How many unique offspring genotypes can the cross between Laura and Dishank produce?
Hint: Each locus contributes 1, 2, or 3 genotypes. Multiply the per-locus counts.
22 = 4 (i.e. 2 genes with two forms) Incorrect 2 × 3 = 6 (i.e. 1 gene with two forms and 1 gene with three forms) Incorrect 23 = 8 (i.e. 3 genes with two forms) Incorrect 2 × 32 = 18 (i.e. 1 gene with two forms and 2 genes with three forms) Incorrect 23 × 3 = 24 (i.e. 3 genes with two forms and 1 gene with three forms) Incorrect 2 × 33 = 54 (i.e. 1 gene with two forms and 3 genes with three forms) Correct MC475e_0931
Assume independent assortment and complete dominance at every gene.
Use the blank table to organize your work. For each gene, enter the number of possibilities, then multiply across the row to find the total.
Work in order: (a) and (b) count the different gametes each person can produce; (c) give the Punnett square dimensions (rows × columns) and total number of cells; then count the different offspring outcomes in the remaining row(s). You do not need to draw the full Punnett square.
Fill in the white cells and shaded TOTAL cells. Use your final total to select the answer below.
| Genes → | A | B | C | D | TOTAL |
|---|---|---|---|---|---|
| Kher genotype | aa | Bb | Cc | Dd | |
| Nathi genotype | Aa | bb | Cc | Dd | |
| (a) Kher gametes | |||||
| (b) Nathi gametes | |||||
| (c) Punnett square size | → | ||||
| (d) Number of cross genotypes | |||||
How many unique offspring genotypes can the cross between Kher and Nathi produce?
Hint: Each locus contributes 1, 2, or 3 genotypes. Multiply the per-locus counts.
22 = 4 (i.e. 2 genes with two forms) Incorrect 2 × 3 = 6 (i.e. 1 gene with two forms and 1 gene with three forms) Incorrect 24 = 16 (i.e. 4 genes with two forms) Incorrect 23 × 3 = 24 (i.e. 3 genes with two forms and 1 gene with three forms) Incorrect 22 × 32 = 36 (i.e. 2 genes with two forms and 2 genes with three forms) Correct 34 = 81 (i.e. 4 genes with three forms) Incorrect MC1cf6_96f3
Assume independent assortment and complete dominance at every gene.
Use the blank table to organize your work. For each gene, enter the number of possibilities, then multiply across the row to find the total.
Work in order: (a) and (b) count the different gametes each person can produce; (c) give the Punnett square dimensions (rows × columns) and total number of cells; then count the different offspring outcomes in the remaining row(s). You do not need to draw the full Punnett square.
Fill in the white cells and shaded TOTAL cells. Use your final total to select the answer below.
| Genes → | A | B | C | D | TOTAL |
|---|---|---|---|---|---|
| Milomir genotype | Aa | Bb | Cc | dd | |
| Nicholas genotype | Aa | Bb | CC | Dd | |
| (a) Milomir gametes | |||||
| (b) Nicholas gametes | |||||
| (c) Punnett square size | → | ||||
| (d) Number of cross genotypes | |||||
How many unique offspring genotypes can the cross between Milomir and Nicholas produce?
Hint: Each locus contributes 1, 2, or 3 genotypes. Multiply the per-locus counts.
1 Incorrect 23 = 8 (i.e. 3 genes with two forms) Incorrect 32 = 9 (i.e. 2 genes with three forms) Incorrect 2 × 32 = 18 (i.e. 1 gene with two forms and 2 genes with three forms) Incorrect 22 × 32 = 36 (i.e. 2 genes with two forms and 2 genes with three forms) Correct 34 = 81 (i.e. 4 genes with three forms) Incorrect MCad17_a95a
Assume independent assortment and complete dominance at every gene.
Use the blank table to organize your work. For each gene, enter the number of possibilities, then multiply across the row to find the total.
Work in order: (a) and (b) count the different gametes each person can produce; (c) give the Punnett square dimensions (rows × columns) and total number of cells; then count the different offspring outcomes in the remaining row(s). You do not need to draw the full Punnett square.
Fill in the white cells and shaded TOTAL cells. Use your final total to select the answer below.
| Genes → | A | B | C | D | TOTAL |
|---|---|---|---|---|---|
| Prit genotype | Aa | bb | Cc | Dd | |
| Orlando genotype | Aa | BB | Cc | Dd | |
| (a) Prit gametes | |||||
| (b) Orlando gametes | |||||
| (c) Punnett square size | → | ||||
| (d) Number of cross genotypes | |||||
How many unique offspring genotypes can the cross between Prit and Orlando produce?
Hint: Each locus contributes 1, 2, or 3 genotypes. Multiply the per-locus counts.
1 Incorrect 2 = 2 (i.e. 1 gene with two forms) Incorrect 22 = 4 (i.e. 2 genes with two forms) Incorrect 32 = 9 (i.e. 2 genes with three forms) Incorrect 33 = 27 (i.e. 3 genes with three forms) Correct 22 × 32 = 36 (i.e. 2 genes with two forms and 2 genes with three forms) Incorrect MC5bbf_28de
Assume independent assortment and complete dominance at every gene.
Use the blank table to organize your work. For each gene, enter the number of possibilities, then multiply across the row to find the total.
Work in order: (a) and (b) count the different gametes each person can produce; (c) give the Punnett square dimensions (rows × columns) and total number of cells; then count the different offspring outcomes in the remaining row(s). You do not need to draw the full Punnett square.
Fill in the white cells and shaded TOTAL cells. Use your final total to select the answer below.
| Genes → | A | B | C | D | TOTAL |
|---|---|---|---|---|---|
| Tori genotype | Aa | BB | Cc | Dd | |
| Nivedha genotype | Aa | BB | Cc | Dd | |
| (a) Tori gametes | |||||
| (b) Nivedha gametes | |||||
| (c) Punnett square size | → | ||||
| (d) Number of cross genotypes | |||||
How many unique offspring genotypes can the cross between Tori and Nivedha produce?
Hint: Each locus contributes 1, 2, or 3 genotypes. Multiply the per-locus counts.
1 Incorrect 2 = 2 (i.e. 1 gene with two forms) Incorrect 32 = 9 (i.e. 2 genes with three forms) Incorrect 24 = 16 (i.e. 4 genes with two forms) Incorrect 33 = 27 (i.e. 3 genes with three forms) Correct 22 × 32 = 36 (i.e. 2 genes with two forms and 2 genes with three forms) Incorrect MC791f_6edc
Assume independent assortment and complete dominance at every gene.
Use the blank table to organize your work. For each gene, enter the number of possibilities, then multiply across the row to find the total.
Work in order: (a) and (b) count the different gametes each person can produce; (c) give the Punnett square dimensions (rows × columns) and total number of cells; then count the different offspring outcomes in the remaining row(s). You do not need to draw the full Punnett square.
Fill in the white cells and shaded TOTAL cells. Use your final total to select the answer below.
| Genes → | A | B | C | D | TOTAL |
|---|---|---|---|---|---|
| Naheda genotype | Aa | Bb | Cc | Dd | |
| Abdul genotype | Aa | Bb | Cc | DD | |
| (a) Naheda gametes | |||||
| (b) Abdul gametes | |||||
| (c) Punnett square size | → | ||||
| (d) Number of cross genotypes | |||||
How many unique offspring genotypes can the cross between Naheda and Abdul produce?
Hint: Each locus contributes 1, 2, or 3 genotypes. Multiply the per-locus counts.
1 Incorrect 3 = 3 (i.e. 1 gene with three forms) Incorrect 22 = 4 (i.e. 2 genes with two forms) Incorrect 23 = 8 (i.e. 3 genes with two forms) Incorrect 2 × 33 = 54 (i.e. 1 gene with two forms and 3 genes with three forms) Correct 34 = 81 (i.e. 4 genes with three forms) Incorrect MC0bbf_f7c3
Assume independent assortment and complete dominance at every gene.
Use the blank table to organize your work. For each gene, enter the number of possibilities, then multiply across the row to find the total.
Work in order: (a) and (b) count the different gametes each person can produce; (c) give the Punnett square dimensions (rows × columns) and total number of cells; then count the different offspring outcomes in the remaining row(s). You do not need to draw the full Punnett square.
Fill in the white cells and shaded TOTAL cells. Use your final total to select the answer below.
| Genes → | A | B | C | D | TOTAL |
|---|---|---|---|---|---|
| Yuritzy genotype | Aa | BB | Cc | Dd | |
| Yoana genotype | AA | BB | Cc | Dd | |
| (a) Yuritzy gametes | |||||
| (b) Yoana gametes | |||||
| (c) Punnett square size | → | ||||
| (d) Number of cross genotypes | |||||
How many unique offspring genotypes can the cross between Yuritzy and Yoana produce?
Hint: Each locus contributes 1, 2, or 3 genotypes. Multiply the per-locus counts.
23 = 8 (i.e. 3 genes with two forms) Incorrect 32 = 9 (i.e. 2 genes with three forms) Incorrect 22 × 3 = 12 (i.e. 2 genes with two forms and 1 gene with three forms) Incorrect 24 = 16 (i.e. 4 genes with two forms) Incorrect 2 × 32 = 18 (i.e. 1 gene with two forms and 2 genes with three forms) Correct 34 = 81 (i.e. 4 genes with three forms) Incorrect MC7222_4881
Assume independent assortment and complete dominance at every gene.
Use the blank table to organize your work. For each gene, enter the number of possibilities, then multiply across the row to find the total.
Work in order: (a) and (b) count the different gametes each person can produce; (c) give the Punnett square dimensions (rows × columns) and total number of cells; then count the different offspring outcomes in the remaining row(s). You do not need to draw the full Punnett square.
Fill in the white cells and shaded TOTAL cells. Use your final total to select the answer below.
| Genes → | A | B | C | D | TOTAL |
|---|---|---|---|---|---|
| Nyah genotype | Aa | Bb | CC | Dd | |
| Francisco genotype | aa | Bb | cc | Dd | |
| (a) Nyah gametes | |||||
| (b) Francisco gametes | |||||
| (c) Punnett square size | → | ||||
| (d) Number of cross genotypes | |||||
How many unique offspring genotypes can the cross between Nyah and Francisco produce?
Hint: Each locus contributes 1, 2, or 3 genotypes. Multiply the per-locus counts.
1 Incorrect 22 = 4 (i.e. 2 genes with two forms) Incorrect 22 × 3 = 12 (i.e. 2 genes with two forms and 1 gene with three forms) Incorrect 2 × 32 = 18 (i.e. 1 gene with two forms and 2 genes with three forms) Correct 22 × 32 = 36 (i.e. 2 genes with two forms and 2 genes with three forms) Incorrect 34 = 81 (i.e. 4 genes with three forms) Incorrect MC0a80_7265
Assume independent assortment and complete dominance at every gene.
Use the blank table to organize your work. For each gene, enter the number of possibilities, then multiply across the row to find the total.
Work in order: (a) and (b) count the different gametes each person can produce; (c) give the Punnett square dimensions (rows × columns) and total number of cells; then count the different offspring outcomes in the remaining row(s). You do not need to draw the full Punnett square.
Fill in the white cells and shaded TOTAL cells. Use your final total to select the answer below.
| Genes → | A | B | C | D | TOTAL |
|---|---|---|---|---|---|
| Jayline genotype | Aa | BB | CC | Dd | |
| Harika genotype | Aa | Bb | cc | dd | |
| (a) Jayline gametes | |||||
| (b) Harika gametes | |||||
| (c) Punnett square size | → | ||||
| (d) Number of cross genotypes | |||||
How many unique offspring genotypes can the cross between Jayline and Harika produce?
Hint: Each locus contributes 1, 2, or 3 genotypes. Multiply the per-locus counts.
1 Incorrect 2 = 2 (i.e. 1 gene with two forms) Incorrect 2 × 3 = 6 (i.e. 1 gene with two forms and 1 gene with three forms) Incorrect 22 × 3 = 12 (i.e. 2 genes with two forms and 1 gene with three forms) Correct 24 = 16 (i.e. 4 genes with two forms) Incorrect 33 = 27 (i.e. 3 genes with three forms) Incorrect MCfae0_80cb
Assume independent assortment and complete dominance at every gene.
Use the blank table to organize your work. For each gene, enter the number of possibilities, then multiply across the row to find the total.
Work in order: (a) and (b) count the different gametes each person can produce; (c) give the Punnett square dimensions (rows × columns) and total number of cells; then count the different offspring outcomes in the remaining row(s). You do not need to draw the full Punnett square.
Fill in the white cells and shaded TOTAL cells. Use your final total to select the answer below.
| Genes → | A | B | C | D | TOTAL |
|---|---|---|---|---|---|
| Jackie genotype | Aa | Bb | Cc | Dd | |
| Keren genotype | Aa | Bb | cc | Dd | |
| (a) Jackie gametes | |||||
| (b) Keren gametes | |||||
| (c) Punnett square size | → | ||||
| (d) Number of cross genotypes | |||||
How many unique offspring genotypes can the cross between Jackie and Keren produce?
Hint: Each locus contributes 1, 2, or 3 genotypes. Multiply the per-locus counts.
2 = 2 (i.e. 1 gene with two forms) Incorrect 3 = 3 (i.e. 1 gene with three forms) Incorrect 23 = 8 (i.e. 3 genes with two forms) Incorrect 2 × 32 = 18 (i.e. 1 gene with two forms and 2 genes with three forms) Incorrect 23 × 3 = 24 (i.e. 3 genes with two forms and 1 gene with three forms) Incorrect 2 × 33 = 54 (i.e. 1 gene with two forms and 3 genes with three forms) Correct MC6697_3d6b
Assume independent assortment and complete dominance at every gene.
Use the blank table to organize your work. For each gene, enter the number of possibilities, then multiply across the row to find the total.
Work in order: (a) and (b) count the different gametes each person can produce; (c) give the Punnett square dimensions (rows × columns) and total number of cells; then count the different offspring outcomes in the remaining row(s). You do not need to draw the full Punnett square.
Fill in the white cells and shaded TOTAL cells. Use your final total to select the answer below.
| Genes → | A | B | C | D | TOTAL |
|---|---|---|---|---|---|
| Danielle genotype | AA | Bb | Cc | dd | |
| Saagar genotype | Aa | Bb | Cc | Dd | |
| (a) Danielle gametes | |||||
| (b) Saagar gametes | |||||
| (c) Punnett square size | → | ||||
| (d) Number of cross genotypes | |||||
How many unique offspring genotypes can the cross between Danielle and Saagar produce?
Hint: Each locus contributes 1, 2, or 3 genotypes. Multiply the per-locus counts.
2 = 2 (i.e. 1 gene with two forms) Incorrect 2 × 3 = 6 (i.e. 1 gene with two forms and 1 gene with three forms) Incorrect 23 = 8 (i.e. 3 genes with two forms) Incorrect 22 × 3 = 12 (i.e. 2 genes with two forms and 1 gene with three forms) Incorrect 22 × 32 = 36 (i.e. 2 genes with two forms and 2 genes with three forms) Correct 34 = 81 (i.e. 4 genes with three forms) Incorrect MC60e9_a8e4
Assume independent assortment and complete dominance at every gene.
Use the blank table to organize your work. For each gene, enter the number of possibilities, then multiply across the row to find the total.
Work in order: (a) and (b) count the different gametes each person can produce; (c) give the Punnett square dimensions (rows × columns) and total number of cells; then count the different offspring outcomes in the remaining row(s). You do not need to draw the full Punnett square.
Fill in the white cells and shaded TOTAL cells. Use your final total to select the answer below.
| Genes → | A | B | C | D | TOTAL |
|---|---|---|---|---|---|
| Ashley genotype | Aa | bb | CC | Dd | |
| Doha genotype | Aa | Bb | Cc | Dd | |
| (a) Ashley gametes | |||||
| (b) Doha gametes | |||||
| (c) Punnett square size | → | ||||
| (d) Number of cross genotypes | |||||
How many unique offspring genotypes can the cross between Ashley and Doha produce?
Hint: Each locus contributes 1, 2, or 3 genotypes. Multiply the per-locus counts.
3 = 3 (i.e. 1 gene with three forms) Incorrect 23 = 8 (i.e. 3 genes with two forms) Incorrect 32 = 9 (i.e. 2 genes with three forms) Incorrect 24 = 16 (i.e. 4 genes with two forms) Incorrect 22 × 32 = 36 (i.e. 2 genes with two forms and 2 genes with three forms) Correct 34 = 81 (i.e. 4 genes with three forms) Incorrect MC3e95_a38b
Assume independent assortment and complete dominance at every gene.
Use the blank table to organize your work. For each gene, enter the number of possibilities, then multiply across the row to find the total.
Work in order: (a) and (b) count the different gametes each person can produce; (c) give the Punnett square dimensions (rows × columns) and total number of cells; then count the different offspring outcomes in the remaining row(s). You do not need to draw the full Punnett square.
Fill in the white cells and shaded TOTAL cells. Use your final total to select the answer below.
| Genes → | A | B | C | D | TOTAL |
|---|---|---|---|---|---|
| Janet genotype | AA | Bb | Cc | dd | |
| Zain genotype | aa | Bb | Cc | Dd | |
| (a) Janet gametes | |||||
| (b) Zain gametes | |||||
| (c) Punnett square size | → | ||||
| (d) Number of cross genotypes | |||||
How many unique offspring genotypes can the cross between Janet and Zain produce?
Hint: Each locus contributes 1, 2, or 3 genotypes. Multiply the per-locus counts.
2 = 2 (i.e. 1 gene with two forms) Incorrect 3 = 3 (i.e. 1 gene with three forms) Incorrect 2 × 3 = 6 (i.e. 1 gene with two forms and 1 gene with three forms) Incorrect 2 × 32 = 18 (i.e. 1 gene with two forms and 2 genes with three forms) Correct 2 × 33 = 54 (i.e. 1 gene with two forms and 3 genes with three forms) Incorrect 34 = 81 (i.e. 4 genes with three forms) Incorrect MCa7fe_aaf8
Assume independent assortment and complete dominance at every gene.
Use the blank table to organize your work. For each gene, enter the number of possibilities, then multiply across the row to find the total.
Work in order: (a) and (b) count the different gametes each person can produce; (c) give the Punnett square dimensions (rows × columns) and total number of cells; then count the different offspring outcomes in the remaining row(s). You do not need to draw the full Punnett square.
Fill in the white cells and shaded TOTAL cells. Use your final total to select the answer below.
| Genes → | A | B | C | D | TOTAL |
|---|---|---|---|---|---|
| Foram genotype | aa | Bb | Cc | Dd | |
| Aye genotype | aa | bb | Cc | Dd | |
| (a) Foram gametes | |||||
| (b) Aye gametes | |||||
| (c) Punnett square size | → | ||||
| (d) Number of cross genotypes | |||||
How many unique offspring genotypes can the cross between Foram and Aye produce?
Hint: Each locus contributes 1, 2, or 3 genotypes. Multiply the per-locus counts.
2 = 2 (i.e. 1 gene with two forms) Incorrect 22 = 4 (i.e. 2 genes with two forms) Incorrect 32 = 9 (i.e. 2 genes with three forms) Incorrect 2 × 32 = 18 (i.e. 1 gene with two forms and 2 genes with three forms) Correct 23 × 3 = 24 (i.e. 3 genes with two forms and 1 gene with three forms) Incorrect 2 × 33 = 54 (i.e. 1 gene with two forms and 3 genes with three forms) Incorrect MCd018_19d3
Assume independent assortment and complete dominance at every gene.
Use the blank table to organize your work. For each gene, enter the number of possibilities, then multiply across the row to find the total.
Work in order: (a) and (b) count the different gametes each person can produce; (c) give the Punnett square dimensions (rows × columns) and total number of cells; then count the different offspring outcomes in the remaining row(s). You do not need to draw the full Punnett square.
Fill in the white cells and shaded TOTAL cells. Use your final total to select the answer below.
| Genes → | A | B | C | D | TOTAL |
|---|---|---|---|---|---|
| Erick genotype | Aa | Bb | CC | DD | |
| Hammad genotype | Aa | bb | CC | Dd | |
| (a) Erick gametes | |||||
| (b) Hammad gametes | |||||
| (c) Punnett square size | → | ||||
| (d) Number of cross genotypes | |||||
How many unique offspring genotypes can the cross between Erick and Hammad produce?
Hint: Each locus contributes 1, 2, or 3 genotypes. Multiply the per-locus counts.
2 = 2 (i.e. 1 gene with two forms) Incorrect 22 = 4 (i.e. 2 genes with two forms) Incorrect 22 × 3 = 12 (i.e. 2 genes with two forms and 1 gene with three forms) Correct 23 × 3 = 24 (i.e. 3 genes with two forms and 1 gene with three forms) Incorrect 33 = 27 (i.e. 3 genes with three forms) Incorrect 34 = 81 (i.e. 4 genes with three forms) Incorrect MCbdff_ab07
Assume independent assortment and complete dominance at every gene.
Use the blank table to organize your work. For each gene, enter the number of possibilities, then multiply across the row to find the total.
Work in order: (a) and (b) count the different gametes each person can produce; (c) give the Punnett square dimensions (rows × columns) and total number of cells; then count the different offspring outcomes in the remaining row(s). You do not need to draw the full Punnett square.
Fill in the white cells and shaded TOTAL cells. Use your final total to select the answer below.
| Genes → | A | B | C | D | TOTAL |
|---|---|---|---|---|---|
| Abbey genotype | aa | Bb | cc | Dd | |
| Shraddha genotype | Aa | Bb | cc | Dd | |
| (a) Abbey gametes | |||||
| (b) Shraddha gametes | |||||
| (c) Punnett square size | → | ||||
| (d) Number of cross genotypes | |||||
How many unique offspring genotypes can the cross between Abbey and Shraddha produce?
Hint: Each locus contributes 1, 2, or 3 genotypes. Multiply the per-locus counts.
2 = 2 (i.e. 1 gene with two forms) Incorrect 22 = 4 (i.e. 2 genes with two forms) Incorrect 32 = 9 (i.e. 2 genes with three forms) Incorrect 2 × 32 = 18 (i.e. 1 gene with two forms and 2 genes with three forms) Correct 23 × 3 = 24 (i.e. 3 genes with two forms and 1 gene with three forms) Incorrect 34 = 81 (i.e. 4 genes with three forms) Incorrect MC62f9_416a
Assume independent assortment and complete dominance at every gene.
Use the blank table to organize your work. For each gene, enter the number of possibilities, then multiply across the row to find the total.
Work in order: (a) and (b) count the different gametes each person can produce; (c) give the Punnett square dimensions (rows × columns) and total number of cells; then count the different offspring outcomes in the remaining row(s). You do not need to draw the full Punnett square.
Fill in the white cells and shaded TOTAL cells. Use your final total to select the answer below.
| Genes → | A | B | C | D | TOTAL |
|---|---|---|---|---|---|
| Sthefani genotype | AA | Bb | CC | Dd | |
| Toni genotype | Aa | Bb | cc | Dd | |
| (a) Sthefani gametes | |||||
| (b) Toni gametes | |||||
| (c) Punnett square size | → | ||||
| (d) Number of cross genotypes | |||||
How many unique offspring genotypes can the cross between Sthefani and Toni produce?
Hint: Each locus contributes 1, 2, or 3 genotypes. Multiply the per-locus counts.
1 Incorrect 2 = 2 (i.e. 1 gene with two forms) Incorrect 22 = 4 (i.e. 2 genes with two forms) Incorrect 2 × 32 = 18 (i.e. 1 gene with two forms and 2 genes with three forms) Correct 33 = 27 (i.e. 3 genes with three forms) Incorrect 22 × 32 = 36 (i.e. 2 genes with two forms and 2 genes with three forms) Incorrect MCb1c9_3e71
Assume independent assortment and complete dominance at every gene.
Use the blank table to organize your work. For each gene, enter the number of possibilities, then multiply across the row to find the total.
Work in order: (a) and (b) count the different gametes each person can produce; (c) give the Punnett square dimensions (rows × columns) and total number of cells; then count the different offspring outcomes in the remaining row(s). You do not need to draw the full Punnett square.
Fill in the white cells and shaded TOTAL cells. Use your final total to select the answer below.
| Genes → | A | B | C | D | TOTAL |
|---|---|---|---|---|---|
| Kathryn genotype | AA | Bb | Cc | Dd | |
| Hiba genotype | AA | Bb | Cc | DD | |
| (a) Kathryn gametes | |||||
| (b) Hiba gametes | |||||
| (c) Punnett square size | → | ||||
| (d) Number of cross genotypes | |||||
How many unique offspring genotypes can the cross between Kathryn and Hiba produce?
Hint: Each locus contributes 1, 2, or 3 genotypes. Multiply the per-locus counts.
2 = 2 (i.e. 1 gene with two forms) Incorrect 23 = 8 (i.e. 3 genes with two forms) Incorrect 32 = 9 (i.e. 2 genes with three forms) Incorrect 24 = 16 (i.e. 4 genes with two forms) Incorrect 2 × 32 = 18 (i.e. 1 gene with two forms and 2 genes with three forms) Correct 34 = 81 (i.e. 4 genes with three forms) Incorrect MC83f6_942d
Assume independent assortment and complete dominance at every gene.
Use the blank table to organize your work. For each gene, enter the number of possibilities, then multiply across the row to find the total.
Work in order: (a) and (b) count the different gametes each person can produce; (c) give the Punnett square dimensions (rows × columns) and total number of cells; then count the different offspring outcomes in the remaining row(s). You do not need to draw the full Punnett square.
Fill in the white cells and shaded TOTAL cells. Use your final total to select the answer below.
| Genes → | A | B | C | D | TOTAL |
|---|---|---|---|---|---|
| Genesis genotype | Aa | Bb | CC | DD | |
| Shalini genotype | Aa | Bb | CC | Dd | |
| (a) Genesis gametes | |||||
| (b) Shalini gametes | |||||
| (c) Punnett square size | → | ||||
| (d) Number of cross genotypes | |||||
How many unique offspring genotypes can the cross between Genesis and Shalini produce?
Hint: Each locus contributes 1, 2, or 3 genotypes. Multiply the per-locus counts.
32 = 9 (i.e. 2 genes with three forms) Incorrect 22 × 3 = 12 (i.e. 2 genes with two forms and 1 gene with three forms) Incorrect 24 = 16 (i.e. 4 genes with two forms) Incorrect 2 × 32 = 18 (i.e. 1 gene with two forms and 2 genes with three forms) Correct 33 = 27 (i.e. 3 genes with three forms) Incorrect 2 × 33 = 54 (i.e. 1 gene with two forms and 3 genes with three forms) Incorrect MC939e_ba20
Assume independent assortment and complete dominance at every gene.
Use the blank table to organize your work. For each gene, enter the number of possibilities, then multiply across the row to find the total.
Work in order: (a) and (b) count the different gametes each person can produce; (c) give the Punnett square dimensions (rows × columns) and total number of cells; then count the different offspring outcomes in the remaining row(s). You do not need to draw the full Punnett square.
Fill in the white cells and shaded TOTAL cells. Use your final total to select the answer below.
| Genes → | A | B | C | D | TOTAL |
|---|---|---|---|---|---|
| Sheba genotype | Aa | Bb | CC | Dd | |
| Jay genotype | aa | BB | Cc | Dd | |
| (a) Sheba gametes | |||||
| (b) Jay gametes | |||||
| (c) Punnett square size | → | ||||
| (d) Number of cross genotypes | |||||
How many unique offspring genotypes can the cross between Sheba and Jay produce?
Hint: Each locus contributes 1, 2, or 3 genotypes. Multiply the per-locus counts.
1 Incorrect 2 × 3 = 6 (i.e. 1 gene with two forms and 1 gene with three forms) Incorrect 2 × 32 = 18 (i.e. 1 gene with two forms and 2 genes with three forms) Incorrect 23 × 3 = 24 (i.e. 3 genes with two forms and 1 gene with three forms) Correct 33 = 27 (i.e. 3 genes with three forms) Incorrect 2 × 33 = 54 (i.e. 1 gene with two forms and 3 genes with three forms) Incorrect MC2932_b867
Assume independent assortment and complete dominance at every gene.
Use the blank table to organize your work. For each gene, enter the number of possibilities, then multiply across the row to find the total.
Work in order: (a) and (b) count the different gametes each person can produce; (c) give the Punnett square dimensions (rows × columns) and total number of cells; then count the different offspring outcomes in the remaining row(s). You do not need to draw the full Punnett square.
Fill in the white cells and shaded TOTAL cells. Use your final total to select the answer below.
| Genes → | A | B | C | D | TOTAL |
|---|---|---|---|---|---|
| Morgan genotype | Aa | Bb | CC | dd | |
| Katie genotype | Aa | Bb | cc | Dd | |
| (a) Morgan gametes | |||||
| (b) Katie gametes | |||||
| (c) Punnett square size | → | ||||
| (d) Number of cross genotypes | |||||
How many unique offspring genotypes can the cross between Morgan and Katie produce?
Hint: Each locus contributes 1, 2, or 3 genotypes. Multiply the per-locus counts.
2 = 2 (i.e. 1 gene with two forms) Incorrect 22 = 4 (i.e. 2 genes with two forms) Incorrect 23 = 8 (i.e. 3 genes with two forms) Incorrect 2 × 32 = 18 (i.e. 1 gene with two forms and 2 genes with three forms) Correct 23 × 3 = 24 (i.e. 3 genes with two forms and 1 gene with three forms) Incorrect 34 = 81 (i.e. 4 genes with three forms) Incorrect MCa26c_7d1e
Assume independent assortment and complete dominance at every gene.
Use the blank table to organize your work. For each gene, enter the number of possibilities, then multiply across the row to find the total.
Work in order: (a) and (b) count the different gametes each person can produce; (c) give the Punnett square dimensions (rows × columns) and total number of cells; then count the different offspring outcomes in the remaining row(s). You do not need to draw the full Punnett square.
Fill in the white cells and shaded TOTAL cells. Use your final total to select the answer below.
| Genes → | A | B | C | D | TOTAL |
|---|---|---|---|---|---|
| Grace genotype | AA | BB | Cc | Dd | |
| Radhika genotype | Aa | bb | Cc | Dd | |
| (a) Grace gametes | |||||
| (b) Radhika gametes | |||||
| (c) Punnett square size | → | ||||
| (d) Number of cross genotypes | |||||
How many unique offspring genotypes can the cross between Grace and Radhika produce?
Hint: Each locus contributes 1, 2, or 3 genotypes. Multiply the per-locus counts.
22 = 4 (i.e. 2 genes with two forms) Incorrect 2 × 3 = 6 (i.e. 1 gene with two forms and 1 gene with three forms) Incorrect 23 = 8 (i.e. 3 genes with two forms) Incorrect 32 = 9 (i.e. 2 genes with three forms) Incorrect 2 × 32 = 18 (i.e. 1 gene with two forms and 2 genes with three forms) Correct 23 × 3 = 24 (i.e. 3 genes with two forms and 1 gene with three forms) Incorrect MCb119_3c15
Assume independent assortment and complete dominance at every gene.
Use the blank table to organize your work. For each gene, enter the number of possibilities, then multiply across the row to find the total.
Work in order: (a) and (b) count the different gametes each person can produce; (c) give the Punnett square dimensions (rows × columns) and total number of cells; then count the different offspring outcomes in the remaining row(s). You do not need to draw the full Punnett square.
Fill in the white cells and shaded TOTAL cells. Use your final total to select the answer below.
| Genes → | A | B | C | D | TOTAL |
|---|---|---|---|---|---|
| Tori genotype | Aa | bb | CC | Dd | |
| Katya genotype | Aa | BB | CC | Dd | |
| (a) Tori gametes | |||||
| (b) Katya gametes | |||||
| (c) Punnett square size | → | ||||
| (d) Number of cross genotypes | |||||
How many unique offspring genotypes can the cross between Tori and Katya produce?
Hint: Each locus contributes 1, 2, or 3 genotypes. Multiply the per-locus counts.
22 = 4 (i.e. 2 genes with two forms) Incorrect 2 × 3 = 6 (i.e. 1 gene with two forms and 1 gene with three forms) Incorrect 32 = 9 (i.e. 2 genes with three forms) Correct 24 = 16 (i.e. 4 genes with two forms) Incorrect 2 × 32 = 18 (i.e. 1 gene with two forms and 2 genes with three forms) Incorrect 22 × 32 = 36 (i.e. 2 genes with two forms and 2 genes with three forms) Incorrect MCe794_f3e2
Assume independent assortment and complete dominance at every gene.
Use the blank table to organize your work. For each gene, enter the number of possibilities, then multiply across the row to find the total.
Work in order: (a) and (b) count the different gametes each person can produce; (c) give the Punnett square dimensions (rows × columns) and total number of cells; then count the different offspring outcomes in the remaining row(s). You do not need to draw the full Punnett square.
Fill in the white cells and shaded TOTAL cells. Use your final total to select the answer below.
| Genes → | A | B | C | D | TOTAL |
|---|---|---|---|---|---|
| Safi genotype | Aa | BB | Cc | dd | |
| Najmeh genotype | Aa | Bb | Cc | dd | |
| (a) Safi gametes | |||||
| (b) Najmeh gametes | |||||
| (c) Punnett square size | → | ||||
| (d) Number of cross genotypes | |||||
How many unique offspring genotypes can the cross between Safi and Najmeh produce?
Hint: Each locus contributes 1, 2, or 3 genotypes. Multiply the per-locus counts.
1 Incorrect 32 = 9 (i.e. 2 genes with three forms) Incorrect 24 = 16 (i.e. 4 genes with two forms) Incorrect 2 × 32 = 18 (i.e. 1 gene with two forms and 2 genes with three forms) Correct 2 × 33 = 54 (i.e. 1 gene with two forms and 3 genes with three forms) Incorrect 34 = 81 (i.e. 4 genes with three forms) Incorrect MCac64_5534
Assume independent assortment and complete dominance at every gene.
Use the blank table to organize your work. For each gene, enter the number of possibilities, then multiply across the row to find the total.
Work in order: (a) and (b) count the different gametes each person can produce; (c) give the Punnett square dimensions (rows × columns) and total number of cells; then count the different offspring outcomes in the remaining row(s). You do not need to draw the full Punnett square.
Fill in the white cells and shaded TOTAL cells. Use your final total to select the answer below.
| Genes → | A | B | C | D | TOTAL |
|---|---|---|---|---|---|
| Karen genotype | aa | Bb | Cc | Dd | |
| Shruti genotype | Aa | Bb | Cc | Dd | |
| (a) Karen gametes | |||||
| (b) Shruti gametes | |||||
| (c) Punnett square size | → | ||||
| (d) Number of cross genotypes | |||||
How many unique offspring genotypes can the cross between Karen and Shruti produce?
Hint: Each locus contributes 1, 2, or 3 genotypes. Multiply the per-locus counts.
3 = 3 (i.e. 1 gene with three forms) Incorrect 22 = 4 (i.e. 2 genes with two forms) Incorrect 22 × 3 = 12 (i.e. 2 genes with two forms and 1 gene with three forms) Incorrect 24 = 16 (i.e. 4 genes with two forms) Incorrect 2 × 32 = 18 (i.e. 1 gene with two forms and 2 genes with three forms) Incorrect 2 × 33 = 54 (i.e. 1 gene with two forms and 3 genes with three forms) Correct MCf3ed_1d81
Assume independent assortment and complete dominance at every gene.
Use the blank table to organize your work. For each gene, enter the number of possibilities, then multiply across the row to find the total.
Work in order: (a) and (b) count the different gametes each person can produce; (c) give the Punnett square dimensions (rows × columns) and total number of cells; then count the different offspring outcomes in the remaining row(s). You do not need to draw the full Punnett square.
Fill in the white cells and shaded TOTAL cells. Use your final total to select the answer below.
| Genes → | A | B | C | D | TOTAL |
|---|---|---|---|---|---|
| Kayleigh genotype | Aa | Bb | CC | Dd | |
| Aashi genotype | aa | Bb | Cc | dd | |
| (a) Kayleigh gametes | |||||
| (b) Aashi gametes | |||||
| (c) Punnett square size | → | ||||
| (d) Number of cross genotypes | |||||
How many unique offspring genotypes can the cross between Kayleigh and Aashi produce?
Hint: Each locus contributes 1, 2, or 3 genotypes. Multiply the per-locus counts.
1 Incorrect 2 = 2 (i.e. 1 gene with two forms) Incorrect 2 × 3 = 6 (i.e. 1 gene with two forms and 1 gene with three forms) Incorrect 23 = 8 (i.e. 3 genes with two forms) Incorrect 22 × 3 = 12 (i.e. 2 genes with two forms and 1 gene with three forms) Incorrect 23 × 3 = 24 (i.e. 3 genes with two forms and 1 gene with three forms) Correct