27/64
1/4 chance
Three sixteenths, or 19%.
3/5 or three fifths.
The answer depends on how many are picked,whether they are returned after picking and whether the picking is done at random. In a single random selection the probability is 17/25.
11/16
3/4
The probability that three F2 seeds chosen from Mendel's study group will have at least one yellow seed is 63/64. It would be very rare to get three green seeds.
It is: 12 out of 50 or 6 out of 25
One would need more facts about the situation to be able to answer this question.
1/4 chance
3/16
Three sixteenths, or 19%.
3/5 or three fifths.
The answer depends on how many are picked,whether they are returned after picking and whether the picking is done at random. In a single random selection the probability is 17/25.
11/16
5/12
To determine the probability of an F2 seed being yellow, we need to know the genetic inheritance pattern for seed color. Assuming yellow is the dominant trait and the parent generation (P) consisted of homozygous yellow and homozygous green seeds, the F1 generation would all be yellow. When the F1 seeds are crossed, the F2 generation typically exhibits a phenotypic ratio of 3:1 (yellow to green). Thus, the probability of randomly selecting a yellow seed from the F2 generation would be 3/4 or 75%.