This question concerns the probability of inheriting an X-linked recessive disease. We are given that the mother is a carrier and the father is normal. We need to find the probability that their son is born with the disease.
To determine if the son has the disease, we look at the X chromosome he inherits from his mother. The mother has two possible alleles to pass on: XR or Xr.
Therefore, the probability that the son is born with the disease is the probability of inheriting the Xr allele from the mother, which is:
$ P(\text{Son is affected}) = P(\text{Mother passes } X^r) = \frac{1}{2} = 0.5 $
The calculated probability is 0.5. Rounded off to one decimal place, this remains 0.5.
The allele associated with albinism in humans is recessive ($c$). The probability that an albino male ($cc$) and a carrier female ($Cc$) will have an offspring with normal skin pigmentation is _________.
(Round off to one decimal place)