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Find out the frequency of AabbCcDdee if ...

Find out the frequency of AabbCcDdee if parents are AabbCCddEe and AabbccDdee

A

`0.78%`

B

`12.5%`

C

`25%`

D

`50%`

Text Solution

AI Generated Solution

The correct Answer is:
To find the frequency of the genotype AabbCcDdee from the parents AabbCCddEe and AabbccDdee, we will analyze each gene independently and then combine the results. Here’s a step-by-step breakdown of the solution: ### Step 1: Analyze Gene A - **Parents:** AabbCCddEe (AA or Aa) x AabbccDdee (Aa) - **Possible Alleles in Progeny:** A or a - **Frequency Calculation:** - Possible combinations: AA, Aa, aa - The frequency of A (from AA or Aa) = 0.5 (since A can be either A or a) ### Step 2: Analyze Gene B - **Parents:** AabbCCddEe (bb) x AabbccDdee (bb) - **Possible Alleles in Progeny:** b (only) - **Frequency Calculation:** - Since both parents are bb, the progeny will also be bb. - The frequency of b = 1 ### Step 3: Analyze Gene C - **Parents:** AabbCCddEe (CC) x AabbccDdee (cc) - **Possible Alleles in Progeny:** C or c - **Frequency Calculation:** - Possible combinations: CC, Cc, cc - The frequency of C (from CC or Cc) = 1 (since one parent is homozygous dominant) ### Step 4: Analyze Gene D - **Parents:** AabbCCddEe (Dd) x AabbccDdee (dd) - **Possible Alleles in Progeny:** D or d - **Frequency Calculation:** - Possible combinations: Dd, dd - The frequency of D = 0.5 (since D can be either D or d) ### Step 5: Analyze Gene E - **Parents:** AabbCCddEe (Ee) x AabbccDdee (ee) - **Possible Alleles in Progeny:** E or e - **Frequency Calculation:** - Possible combinations: Ee, ee - The frequency of e = 0.5 (since E can be either E or e) ### Step 6: Combine Frequencies Now that we have the frequencies for each gene: - Frequency of A = 0.5 - Frequency of b = 1 - Frequency of C = 1 - Frequency of D = 0.5 - Frequency of e = 0.5 To find the overall frequency of the genotype AabbCcDdee, we multiply the frequencies: \[ \text{Total Frequency} = 0.5 \times 1 \times 1 \times 0.5 \times 0.5 = 0.125 \] ### Step 7: Convert to Percentage To express this frequency as a percentage: \[ 0.125 \times 100 = 12.5\% \] ### Final Answer The frequency of the genotype AabbCcDdee is **12.5%**. ---
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