In minks, color variation can be attributed to two genes: P and I. The P locus gives dark in P- and platinum in pp, while the I locus gives dark in I- and imperial platinum in ii. When both the pp and ii mutations are present, the resulting mink has a sapphire colored coat. The traits are inherited in a Mendelian manner.
If true breeding dark and sapphire minks are bred, produce an F1 which are then allowed to mate among themselves to make an F2,
Approximately how many of each type would appear in the F2 from a litter of 80 minks?
Choices:
A. 75 dark, 0 platinum, 0 imperial platinum, 5 sapphire
B. 40 dark, 20 platinum, 20 imperial platinum, 0 sapphire
C. 60 dark, 10 platinum, 5 imperial platinum, 5 sapphire
D. 45 dark, 15 platinum, 15 imperial platinum, 5 sapphire
E. 20 dark, 20 platinum, 20 imperial platinum, 20 sapphire
F. 80 dark, 0 platinum, 0 imperial platinum, 0 sapphire
Answer is: D
Parent: true breeding dark ( PPII) × Saphire(ppii)
Punnet square :
Gametes | pi |
PI | PpIi ( dark) |
Self crossing of F1:
Parents: PpIi × PpIi
Punnet square:
Gametes | PI | Pi | pI | pi |
PI | PPII ( dark) | PPIi ( dark) | PpII ( dark) | PpIi ( dark) |
Pi | PPIi( dark) | PPii ( imperial platinum) | PpIi ( dark) | Ppii ( imperial platinum) |
pI | PpII ( dark) | PpIi ( dark) | ppII( platinum) | ppIi ( platinum) |
pi | PpIi ( dark) | Ppii( imperial platinum) | ppIi ( platinum | ppii ( saphire) |
Phenotypic ratio:
Dark = (9/16) ×80=45
Platinum= (3/16) ×80=15
Imperial platinum= (3/16) ×80= 15
Saphire= (1/16) ×80=5
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