Answer
The conditional probability that a person chosen received an associate's degree is a woman is:
P(Associate's Degree|Woman) = $\frac{P(Associate's Degree and Woman)}{P(Woman)}$
= $\frac{601/3825}{2256/3825}$
= 0.2664
Work Step by Step
The conditional probability that a person chosen received an associate's degree is a woman is:
P(Associate's Degree|Woman) = $\frac{P(Associate's Degree and Woman)}{P(Woman)}$
= $\frac{601/3825}{2256/3825}$
= 0.2664
