If the seed is heterozygous yellow (Yy). In a test cross, what will be the probability of the appearance of seed colors?
Correct answer: C. 50 % yellow, 50 % green
- A. 0 % yellow, 100 % green
- B. 25 % yellow, 75 % green
- C. 50 % yellow, 50 % green
- D. 75 % yellow, 25 % green
Explanation
As this is a test cross, we must breed the heterozygous subject with a homozygous recessive plant. The image presented below illustrates two scenarios; the above one presents the case where the subject, bred with the homozygous recessive plant, has a homozygous dominant genotype. The bottom case has the subject being heterozygous. In a test cross involving a heterozygous yellow seed (Yy), the probability of the appearance of different seed colors can be determined using Punnett squares. Assuming that the "Y" allele represents the dominant yellow color and the "y" allele represents the recessive green color, the possible combinations of alleles in the gametes of the heterozygous yellow seed (Yy) are: - Y (yellow allele) in 50% of the gametes - y (green allele) in 50% of the gametes When this heterozygous seed is crossed with a homozygous recessive green seed (yy), the possible genotypes and phenotypes of the offspring can be determined. From the Punnett square, we can see that there are two possible genotypes: Yy and yy. The probability of appearance of each seed color can be calculated as follows: - Probability of yellow seeds (Yy): 2 out of 4 total possible outcomes (Yy and yy) = 2/4 = 0.5 or 50% - Probability of green seeds (yy): 2 out of 4 total possible outcomes (Yy and yy) = 2/4 = 0.5 or 50% Therefore, in the test cross between a heterozygous yellow seed (Yy) and a homozygous recessive green seed (yy), there is a 50% probability of yellow seeds (Yy) and a 50% probability of green seeds (yy).
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