In PERT scheduling, the variance ($sigma^2$) of a task duration estimate is mathematically given by:
A$sigma^2 = rac{b - a}{6}$
B$sigma^2 = left(rac{b - a}{6}
ight)^2$
C$sigma^2 = rac{b + a}{2}$
D$sigma^2 = (b - m)^2$
Explanation
PERT standard deviation is $sigma = rac{b – a}{6}$, so variance is $sigma^2 = left(rac{b – a}{6}
ight)^2$.

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