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Genes C and P are complementary in sweet...

Genes C and P are complementary in sweet pea plant and when present together produces coloured flowers. What will be the product of cross between CcPp `×` Ccpp ?

A

2 white and 6 coloured flowers

B

3 white and 5 coloured flowers

C

2 coloured and 6 white flowers

D

2 coloured and 6 white flowers

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The correct Answer is:
To solve the problem of determining the offspring from the cross between the sweet pea plants CcPp and Ccpp, we will follow these steps: ### Step 1: Identify the Genotypes of the Parents The genotypes of the parents are: - Parent 1: CcPp (heterozygous for both traits) - Parent 2: Ccpp (heterozygous for C and homozygous recessive for P) ### Step 2: Determine the Gametes Produced by Each Parent Next, we need to determine the possible gametes that each parent can produce: - For CcPp, the gametes can be: - CP - Cp - cP - cp - For Ccpp, the gametes can be: - Cp - cp ### Step 3: Set Up a Punnett Square Now, we can set up a Punnett square to visualize the potential combinations of the gametes from each parent. | | Cp | cp | |--------|--------|--------| | **CP** | CcPp | Ccpp | | **Cp** | CcPp | Ccpp | | **cP** | ccPp | ccpp | | **cp** | ccPp | ccpp | ### Step 4: Determine the Genotypes of the Offspring From the Punnett square, we can see the following genotypes of the offspring: 1. CcPp (colored flowers) 2. Ccpp (white flowers) 3. ccPp (colored flowers) 4. ccpp (white flowers) ### Step 5: Identify the Phenotypes Now, we need to determine the phenotypes based on the genotypes: - CcPp: Colored flowers (due to presence of both dominant alleles) - Ccpp: White flowers (due to absence of P) - ccPp: Colored flowers (due to presence of P) - ccpp: White flowers (due to absence of both dominant alleles) ### Step 6: Count the Phenotypes Now we can count the phenotypes: - Colored flowers: 3 (2 from CcPp and 1 from ccPp) - White flowers: 2 (1 from Ccpp and 1 from ccpp) ### Step 7: Determine the Ratio The ratio of colored flowers to white flowers is: - Colored: 3 - White: 2 - Therefore, the ratio is 3:2. ### Conclusion The product of the cross between CcPp and Ccpp will yield a ratio of 3 colored flowers to 2 white flowers. ---
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