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In a plant, two genes have cumulative in...

In a plant, two genes have cumulative influence on the weight of fruits. Each dominant allele adds 10g to a minimum basic weight of 30g. In a cross between dihybrid plants having fruits weighing 50g each, what percentage of the offspring would have fruits weighing 40g :-

A

`12.5%`

B

0.25

C

`37.5%`

D

0.5

Text Solution

AI Generated Solution

The correct Answer is:
To solve the problem, we need to analyze the genetic cross between dihybrid plants that influence the weight of fruits. Here’s a step-by-step breakdown of the solution: ### Step 1: Understand the Genetic Basis In this scenario, we have two genes (let's call them A and B) that influence the weight of the fruits. Each dominant allele (A or B) adds 10g to a minimum basic weight of 30g. ### Step 2: Determine the Weight Contribution - The minimum weight of the fruit is 30g (when both alleles are recessive: aa and bb). - Each dominant allele contributes an additional 10g. - Therefore, the weights can be calculated as follows: - Genotype **AA BB**: 30g + 20g = 50g - Genotype **AA Bb**: 30g + 10g + 10g = 50g - Genotype **Aa BB**: 30g + 10g + 10g = 50g - Genotype **Aa Bb**: 30g + 10g + 10g = 50g - Genotype **AA bb**: 30g + 10g = 40g - Genotype **Aa bb**: 30g + 10g = 40g - Genotype **aa BB**: 30g + 20g = 50g - Genotype **aa Bb**: 30g + 10g = 40g - Genotype **aa bb**: 30g = 30g ### Step 3: Set Up the Dihybrid Cross Since we are dealing with dihybrid plants, we can set up a Punnett square for the cross between two dihybrid plants (AaBb x AaBb). The gametes produced will be: - AB, Ab, aB, ab (from one parent) - AB, Ab, aB, ab (from the other parent) ### Step 4: Fill in the Punnett Square The Punnett square will have 16 squares (4x4) and we can fill in the combinations: - **AA BB**: 50g - **AA Bb**: 50g - **Aa BB**: 50g - **Aa Bb**: 50g - **AA bb**: 40g - **Aa bb**: 40g - **aa BB**: 50g - **aa Bb**: 40g - **aa bb**: 30g ### Step 5: Count the Offspring with 40g From the filled Punnett square, we find the genotypes that yield a weight of 40g: - **AA bb**: 40g - **Aa bb**: 40g - **aa Bb**: 40g There are 4 combinations that result in a weight of 40g. ### Step 6: Calculate the Percentage To find the percentage of offspring that will have fruits weighing 40g: - Total combinations = 16 - Combinations resulting in 40g = 4 Percentage = (Number of 40g fruits / Total combinations) * 100 = (4 / 16) * 100 = 25% ### Final Answer The percentage of the offspring that would have fruits weighing 40g is **25%**, which corresponds to **0.25**. ---
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