Photo AI
Question 1
In one species of squirrel, Sciurus carolinensis, fur colour is controlled by one gene, with two codominant alleles. C^G represents the allele for grey fur colour, a... show full transcript
Step 1
Answer
To estimate how many squirrels had brown-black fur, we first identify the alleles present. Since there are three genotypes (C^G C^G for grey, C^G C^B for brown-black, and C^B C^B for black), we can define the frequencies of the alleles.
Let p represent the frequency of C^G and q represent the frequency of C^B. We know from the problem that:
Using the Hardy-Weinberg equation:
We have:
(with p^2 being grey, 2pq being brown-black, and q^2 being black).
Given q^2 = 2/34, we find q = sqrt{(2/34)} = approximately 0.243.
Thus, q ≈ 0.24 and p = 1 - q ≈ 0.76
Now we can find the expected number of brown-black squirrels:
Step 2
Answer
The actual number of squirrels is given as:
To find the actual frequency of the C^G allele:
We use the formula:
.
Each squirrel has 2 alleles, hence total alleles = 34 * 2 = 68.
The number of C^G alleles can be calculated as:
Thus, the frequency of C^G = \frac{number \ of \ C^G}{total \ alleles} = \frac{48}{68} = 0.71 ≈ 0.71.
Step 3
Answer
Given that S. carolinensis from both regions show the same variation and that an identical black fur mutation exists in related species, the most likely conclusion is:
B. The mutation that caused black fur happened in a common ancestor of S. carolinensis and other closely related species.
Step 4
Answer
The length of the protein for the C^G allele is 306 amino acids long.
To calculate the percentage reduction:
Let’s assume that X is the protein length after going through mutation. Without loss of generality, let’s calculate as:
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