If the narrow sense heritability for a quantitative trait is 0.68, and the population mean for the trait is 10 units, assuming that the selection differential is 1 unit, what would be the new population mean after 6 generations of selection?
a. 4.08 units
b. 6.80 units
c. 14.08 units
d. 16 units
e. 16.08 units
Solution:-
Narrow sense of heritability (h2) = R/S
S=Selection difference = mean of parents - mean of population
R=Selection response = mean of offspring of selected parents - mean of population
Here it is given that h2=0.68 and S =1 unit
Then, R= h2S
= 0.68 X 1 unit.
= 0.68 units
This is after the first generation.
0.68 = mean of offspring of selected parents - mean of population ( mean of population given as 10 units)
mean of Offsprings of selected parents = mean of population + 0.68
mean of Offsprings of selected parents = 10 unit +0.68 unit
= 10.68 units
After 6 generations,
mean of Offsprings of selected parents = 10+ 6x0.68
= 14.08 units.
So, the answer is option (C).
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