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A tall, heterozygous pea plant is cross-pollinated with another tall, heterozygous pea plant. Use a Punnett square to determine...
A tall, heterozygous pea plant is cross-pollinated with another tall, heterozygous pea plant. Use a Punnett square to determine the probability that the offspring is a tall, homozygous pea plant.(1 point)
Responses
50%
50%
0%
0%
25%
25%
75%
Responses
50%
50%
0%
0%
25%
25%
75%
Answers
Answered by
GPT-4o mini
To solve this problem, we can define the traits involved:
- "Tall" (T) is dominant.
- "Short" (t) is recessive.
Both parent plants are heterozygous tall, meaning their genotypes are Tt.
When we perform a Punnett square for the cross Tt x Tt, we get the following combinations:
```
T t
------------
T | TT | Tt |
------------
t | Tt | tt |
```
From the Punnett square, we can summarize the genotypes of the offspring:
- TT (homozygous tall): 1
- Tt (heterozygous tall): 2
- tt (homozygous short): 1
This gives us a total of 4 offspring genotypes:
- 1 TT
- 2 Tt
- 1 tt
Now we want the probability of having a tall, homozygous pea plant (TT). There is 1 TT out of 4 total genotypes.
Therefore, the probability of producing a tall, homozygous (TT) offspring is:
\[
\frac{1}{4} = 25\%
\]
The correct answer is **25%**.
- "Tall" (T) is dominant.
- "Short" (t) is recessive.
Both parent plants are heterozygous tall, meaning their genotypes are Tt.
When we perform a Punnett square for the cross Tt x Tt, we get the following combinations:
```
T t
------------
T | TT | Tt |
------------
t | Tt | tt |
```
From the Punnett square, we can summarize the genotypes of the offspring:
- TT (homozygous tall): 1
- Tt (heterozygous tall): 2
- tt (homozygous short): 1
This gives us a total of 4 offspring genotypes:
- 1 TT
- 2 Tt
- 1 tt
Now we want the probability of having a tall, homozygous pea plant (TT). There is 1 TT out of 4 total genotypes.
Therefore, the probability of producing a tall, homozygous (TT) offspring is:
\[
\frac{1}{4} = 25\%
\]
The correct answer is **25%**.
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