Let the alleles be D-dense, d-dilute A-black, a- brown
2 heterozygous cats are crossed
DdAa * DdAa
| DA | Da | dA | da | |
| DA | DDAA (black) | DDAa (black) | DdAA (black) | DdAa (black) |
| Da | DDAa (black) | DDaa (brown) | DdAa (black) | Ddaa (brown) |
| dA | DdAA (black) | DdAa (black) | ddAA (blue) | ddAa (blue) |
| da | DdAa (black) | Ddaa (brown) | ddAa (blue) | ddaa (illiac) |
a) probability of getting illiac= number of illiac/total number=1/16= 0.0625
that 6.25%
b) probability of getting blue= number of blue/total number=3/16=0.1875
that is 18.75%
c) probability of getting brown = number of brown/total number= 3/16=0.1875
that is 18.75%
d) probability of getting black= number of black/total number=0.5625
that is 56.25%
3) aadd * AaDd
| AD | Ad | aD | ad | |
| ad | AaDd(black) | Aadd (blue) | aaDd (brown) | aadd (illiac) |
here all phenotypes are produced equally which is 25% each so the probability of getting each is 1/4 or 25%.
a) 1/4 (25%)
b) 1/4 (25%)
c) 1/4 (25%)
d) 1/4 (25%)
punnet square questions 2. At a separate locus, cats have a gene that controls how densely...