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Black coat colour in Labrador Retrievers is produced by the dominant B allele. Brown labs are homozygous recessive (bb). Duke,...Asked by Axel
Black coat colour in Labrador Retrievers is produced by the dominant B allele. Brown labs are homozygous recessive (bb). Duke, a black male, whose mother was brown, is mated with Shadow, a black
female, who in a previous mating with another father produced brown offspring. What is the probability
that when Duke and Shadow are mated…
a. Their first pup is brown?
b. They have 3 male pups and at least one is black?
c. They have 3 black pups (regardless of sex)?
Please help me, I have answers but I am completely unsure if they are right. My answers are a)1/4 chance, b) 7/8 chance, and c)3/4. Please show how you get your answers so I know what I am doing wrong. Please and thank you
female, who in a previous mating with another father produced brown offspring. What is the probability
that when Duke and Shadow are mated…
a. Their first pup is brown?
b. They have 3 male pups and at least one is black?
c. They have 3 black pups (regardless of sex)?
Please help me, I have answers but I am completely unsure if they are right. My answers are a)1/4 chance, b) 7/8 chance, and c)3/4. Please show how you get your answers so I know what I am doing wrong. Please and thank you
Answers
Answered by
PsyDAG
From your data, both dogs are Bb. Using a Punnett square, there is a 25% chance of having a brown (bb) offspring.
2. What does gender have to do with it?
3. There is .75 or 3/4 probability of any one pup being Black (Bb or BB). Probability of all events occurring is found by multiplying the probability of the individual events.
.75 * .75 * .75 = ?
2. What does gender have to do with it?
3. There is .75 or 3/4 probability of any one pup being Black (Bb or BB). Probability of all events occurring is found by multiplying the probability of the individual events.
.75 * .75 * .75 = ?
Answered by
Axel
for number two you gave to calculate the probability of only 3 male offsprings being born and the probability of at least one being black.
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