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In sweet peas, genes C and P are necessa...

In sweet peas, genes C and P are necessary for colour in flowers . The flowers are white in the absence of either or both the genes . What will be the percentage of coloured flowers in the offspring of the cross Ccpp × ccPp ?

A

1

B

0.75

C

0.25

D

0.5

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The correct Answer is:
To solve the problem, we need to analyze the genetic cross between the two given parents and determine the percentage of colored flowers in their offspring. ### Step 1: Identify the Genotypes of the Parents The genotypes of the parents are: - Parent 1: Ccpp (C is dominant for color, c is recessive; p is recessive) - Parent 2: ccPp (c is recessive; P is dominant for color, p is recessive) ### Step 2: Determine the Gametes Produced by Each Parent Each parent will produce gametes based on their genotype: - Parent 1 (Ccpp) can produce two types of gametes: Cp and cp. - Parent 2 (ccPp) can produce two types of gametes: cP and cp. ### Step 3: Create a Punnett Square Now we will create a Punnett square to visualize the possible combinations of gametes from both parents. | | cP | cp | |---------|---------|---------| | **Cp** | CcPp | Ccpp | | **cp** | ccPp | ccpp | ### Step 4: Analyze the Offspring Genotypes From the Punnett square, we can see the following genotypes of the offspring: 1. CcPp (colored) 2. Ccpp (white) 3. ccPp (colored) 4. ccpp (white) ### Step 5: Determine the Phenotypes Now we will determine the phenotypes based on the genotypes: - CcPp: Colored (both C and P are dominant) - Ccpp: White (C is dominant, but P is recessive) - ccPp: Colored (C is recessive, but P is dominant) - ccpp: White (both C and P are recessive) ### Step 6: Count the Colored and White Flowers Out of the four possible offspring: - 2 are colored (CcPp and ccPp) - 2 are white (Ccpp and ccpp) ### Step 7: Calculate the Percentage of Colored Flowers To find the percentage of colored flowers: - Number of colored flowers = 2 - Total number of flowers = 4 - Percentage of colored flowers = (Number of colored flowers / Total number of flowers) × 100 = (2 / 4) × 100 = 50% ### Conclusion The percentage of colored flowers in the offspring of the cross Ccpp × ccPp is **50%**.
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