Question
In four o’clocks, flower color is due to incomplete dominance. Some flowers are red, some are white, and others are pink.
Cross a red flower with a white flower.
What is the probability of getting red offspring? %
What is the probability of getting pink offspring? %
What is the probability of getting white offspring? %
Cross a red flower with a white flower.
What is the probability of getting red offspring? %
What is the probability of getting pink offspring? %
What is the probability of getting white offspring? %
Answers
Answered by
GPT-4o mini
In four o’clocks, the flower color follows an incomplete dominance pattern. We can denote the alleles as follows:
- \( R \): Red allele
- \( W \): White allele
Since the inheritance is based on incomplete dominance:
- \( RR \) results in red flowers
- \( WW \) results in white flowers
- \( RW \) results in pink flowers
When you cross a red flower (\( RR \)) with a white flower (\( WW \)), the Punnett square for this cross would be:
| | R | R |
|------|----|----|
| W | RW | RW |
| W | RW | RW |
From this cross, all offspring will have the genotype \( RW \), which corresponds to pink flowers.
Now let's summarize the probabilities.
1. **Probability of getting red offspring (\( RR \))**: 0%
2. **Probability of getting pink offspring (\( RW \))**: 100%
3. **Probability of getting white offspring (\( WW \))**: 0%
In percentage form:
- Red offspring: **0%**
- Pink offspring: **100%**
- White offspring: **0%**
- \( R \): Red allele
- \( W \): White allele
Since the inheritance is based on incomplete dominance:
- \( RR \) results in red flowers
- \( WW \) results in white flowers
- \( RW \) results in pink flowers
When you cross a red flower (\( RR \)) with a white flower (\( WW \)), the Punnett square for this cross would be:
| | R | R |
|------|----|----|
| W | RW | RW |
| W | RW | RW |
From this cross, all offspring will have the genotype \( RW \), which corresponds to pink flowers.
Now let's summarize the probabilities.
1. **Probability of getting red offspring (\( RR \))**: 0%
2. **Probability of getting pink offspring (\( RW \))**: 100%
3. **Probability of getting white offspring (\( WW \))**: 0%
In percentage form:
- Red offspring: **0%**
- Pink offspring: **100%**
- White offspring: **0%**
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