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Worksheet on incomplete dominance genetics problems with Punnett squares for flower color and hair type.

A worksheet titled "Incomplete Dominance" with three genetics problems involving flower color and human hair type, each with a Punnett square for predicting offspring phenotypes and probabilities.

A worksheet titled "Incomplete Dominance" with three genetics problems involving flower color and human hair type, each with a Punnett square for predicting offspring phenotypes and probabilities.

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Show Answer Key & Explanations Step-by-step solution for: Incomplete dominance and codominance worksheet - Worksheets Library
Let's solve each problem step by step, explaining the concepts of incomplete dominance and how to use Punnett squares.

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Problem 1:


> In a certain type of flower, color is incompletely dominant. Cross a pure purple flower with a pure white flower. What will be the phenotype of the offspring?

#### Step 1: Understand incomplete dominance
In incomplete dominance, neither allele is completely dominant over the other. The heterozygous genotype results in an intermediate phenotype (a blend of the two).

Let’s assign alleles:
- Let P = purple allele
- Let p = white allele

So:
- PP = purple flower
- pp = white flower
- Pp = lavender (intermediate)

#### Cross: PP × pp

Parent 1: PP → gametes: P, P
Parent 2: pp → gametes: p, p

Now make a Punnett square:

| | P | P |
|-------|-------|-------|
| p | Pp | Pp |
| p | Pp | Pp |

All offspring are Pp, so:

➡️ Offspring phenotype: Lavender (since it's incomplete dominance)

Answer:
- Offspring phenotype: Lavender

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Problem 2:


> When the genotype is heterozygous, the phenotype is lavender. Use the same letters as above. Cross a lavender flower with a lavender flower.

So now we’re doing: Pp × Pp

Gametes from each parent: P and p

Punnett square:

| | P | p |
|-------|-------|-------|
| P | PP | Pp |
| p | Pp | pp |

#### 2a. Offspring genotypes AND probabilities:

- PP → 1/4 → Purple
- Pp → 2/4 = 1/2 → Lavender
- pp → 1/4 → White

Genotypes and probabilities:
- PP: 25%
- Pp: 50%
- pp: 25%

#### 2b. Offspring phenotypes AND probabilities:

- Purple: 25% (PP)
- Lavender: 50% (Pp)
- White: 25% (pp)

Phenotypes and probabilities:
- Purple: 25%
- Lavender: 50%
- White: 25%

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Problem 3:


> In humans, you can have curly hair, straight hair, or wavy hair. This is incomplete dominance.

Let’s define:
- C = curly hair allele
- c = straight hair allele
- Cc = wavy hair (intermediate phenotype)

#### Part 1: Cross a wavy-haired person with a straight-haired person

Genotypes:
- Wavy: Cc
- Straight: cc

Gametes:
- Cc → C, c
- cc → c, c

Punnett square:

| | C | c |
|-------|-------|-------|
| c | Cc | cc |
| c | Cc | cc |

Offspring:
- Cc → wavy hair → 2/4 = 50%
- cc → straight hair → 2/4 = 50%

Part 1: Phenotypes and probabilities
- Wavy hair: 50%
- Straight hair: 50%

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#### Part 2: Cross a wavy-haired person with a wavy-haired person

Genotypes: Cc × Cc

Gametes: C, c from each parent

Punnett square:

| | C | c |
|-------|-------|-------|
| C | CC | Cc |
| c | Cc | cc |

Offspring:
- CC → curly hair → 1/4 = 25%
- Cc → wavy hair → 2/4 = 50%
- cc → straight hair → 1/4 = 25%

Part 2: Phenotypes and probabilities
- Curly hair: 25%
- Wavy hair: 50%
- Straight hair: 25%

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Final Answers Summary:



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#### Problem 1:
- Offspring phenotype: Lavender

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#### Problem 2:
2a. Genotypes and probabilities:
- PP: 25%
- Pp: 50%
- pp: 25%

2b. Phenotypes and probabilities:
- Purple: 25%
- Lavender: 50%
- White: 25%

---

#### Problem 3:

Part 1: Wavy × Straight (Cc × cc)
- Phenotypes:
- Wavy: 50%
- Straight: 50%

Part 2: Wavy × Wavy (Cc × Cc)
- Phenotypes:
- Curly: 25%
- Wavy: 50%
- Straight: 25%

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You can now fill in the Punnett squares on your worksheet accordingly. Let me know if you'd like a visual version!
Parent Tip: Review the logic above to help your child master the concept of codominance worksheet.
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