Applied to Evidence E and Hypothesis H, the Conditional Rule $\frac{P(e ~\bullet~ h)}{P(h)}$

Applied to evidence e and hypothesis h, the conditional rule says P(h = e) =

A) $\frac{P(e ~\bullet~ h) }{P(h) }$

B) $\frac{P(e) }{P(e ~\bullet~ h) }$

C) $\frac{P(e ~\bullet~ h) }{P(e) }$

D) $\frac{P(h) }{P(e ~\bullet~ h) }$