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Question
c. parent genotypes: aabb × aabb
determine what gametes each parent can produce using the foil method:
foil = first, outer, inner, last
cross aa × bb → produces:
ab
ab
ab
a b
these are the 4 possible gametes that each parent can contribute.
d. cross the second generation
4 phenotype
9:3:3:1
Step1: Determine gametes
Using FOIL method for \(AaBb\):
- First: \(A\times B = AB\)
- Outer: \(A\times b=Ab\)
- Inner: \(a\times B = aB\)
- Last: \(a\times b=ab\)
So gametes are \(AB\), \(Ab\), \(aB\), \(ab\)
Step2: Create Punnett square
| \(AB\) | \(Ab\) | \(aB\) | \(ab\) | |
|---|---|---|---|---|
| \(Ab\) | \(AABb\) | \(AAbb\) | \(AaBb\) | \(Aabb\) |
| \(aB\) | \(AaBB\) | \(AaBb\) | \(aaBB\) | \(aaBb\) |
| \(ab\) | \(AaBb\) | \(Aabb\) | \(aaBb\) | \(aabb\) |
Step3: Calculate phenotypic ratio
- \(A - B-\) (both dominant): \(9\) ( \(AABB\), \(AABb\), \(AaBB\), \(AaBb\) )
- \(A - bb\) (one dominant): \(3\) ( \(AAbb\), \(Aabb\) )
- \(aaB-\) (one dominant): \(3\) ( \(aaBB\), \(aaBb\) )
- \(aabb\) (both recessive): \(1\)
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Phenotypic ratio is \(9:3:3:1\)