Answer:
a).
AAbbcc (ablnino) x (black) aaBBCC –Parents
AaBbCc (wildtype)----------------------F1
AaBbCc x AaBbCc ----F1 xF1
Aa x Aa = A_ (3/4), aa (1/4)
Bb x Bb = B_ (3/4) & bb (1/4)
Cc x Cc = C_(3/4) & cc (1/4)
Wild type = A_B_C_ = ¾ * ¾ * ¾ = 27/64
Black = aaB_C_ = ¼ * ¾ * ¾ = 9/64
Cinnamon = aabbC_ = ¼ * ¼ * ¾ = 3/64
Brown = A_bbC_ = ¾ * ¼ * ¾ = 9/64
Total = 27+9+3+9 = 48/64
Albino 1 – (48/64) = 16/64
Phenotypic ratio in F2 generation =- 27:9:3:9:16
b).
aabbCc (cinnamon) x AaBbcc (albino)----Parents
ABc |
Abc |
aBc |
abc |
|
abC |
AaBbCc (wild type) |
AabbCc (brown) |
aaBbCc (black) |
aabbCc (brown) |
abc |
AaBbcc (albino) |
Aabbcc (albino) |
aaBbcc (albino) |
aabbcc (albino) |
Observed and expected ratios = 1:1:1:1:4 = (wild: cinnamon : black : brown : albino)
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