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In a cross, offsprings were 25% yellow r...

In a cross, offsprings were 25% yellow round, 25% yellow wrinkled, 25% green round, 25% green wrinkled. Of which cross these results were obtained?

A

YYRRx yyrr

B

Yy Rrx YyRr

C

YyRR x yyrr

D

YyRr x yyrr

Text Solution

AI Generated Solution

The correct Answer is:
To determine the cross that resulted in the offspring phenotypic ratio of 25% yellow round, 25% yellow wrinkled, 25% green round, and 25% green wrinkled, we can analyze the given options step by step. ### Step 1: Understand the Phenotypes The phenotypes given are: - 25% Yellow Round - 25% Yellow Wrinkled - 25% Green Round - 25% Green Wrinkled This indicates that we have two traits being analyzed: seed color (Yellow or Green) and seed shape (Round or Wrinkled). ### Step 2: Identify the Alleles Let’s denote: - Yellow (Y) is dominant over Green (y) - Round (R) is dominant over Wrinkled (r) ### Step 3: Analyze the Given Crosses 1. **First Option**: \( YYRR \times yyrr \) - Gametes: \( YYRR \) can only produce \( YR \), and \( yyrr \) can only produce \( yr \). - Offspring: All will be \( YyRr \) (only one phenotype). - **Conclusion**: Incorrect. 2. **Second Option**: \( YyRr \times YyRr \) - Gametes: Each parent can produce \( YR, Yr, yR, yr \). - Offspring ratio: 9:3:3:1 (not 25% each). - **Conclusion**: Incorrect. 3. **Third Option**: \( YyRR \times yyrr \) - Gametes: \( YyRR \) can produce \( YR, Yr \) and \( yyrr \) can only produce \( yr \). - Offspring: Only two types of offspring (not all four phenotypes). - **Conclusion**: Incorrect. 4. **Fourth Option**: \( YyRr \times yyrr \) - Gametes: \( YyRr \) can produce \( YR, Yr, yR, yr \) and \( yyrr \) can only produce \( yr \). - Offspring: This will produce four phenotypes: - \( YyRr \) (Yellow Round) - \( Yyrr \) (Yellow Wrinkled) - \( yyRr \) (Green Round) - \( yyrr \) (Green Wrinkled) - Each phenotype will be 25% of the total. - **Conclusion**: Correct. ### Final Answer The correct cross that resulted in the given offspring ratio is the **fourth option**: \( YyRr \times yyrr \). ---
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