Question: Let the following be true: p(F) = 3/5 p(G) = 4/9 p(H) = 2/3 p(F|G) = 1/2 H is independent of G What is p(G|H)?
Let the following be true:
- p(F) = 3/5
- p(G) = 4/9
- p(H) = 2/3
- p(F|G) = 1/2
- H is independent of G
What is p(G|H)?
p(G|H) =
Give your answer as a simplified fraction or whole number.
Name an axiom, definition, or theorem that plays an important role in solving this problem:
If it is an axiom, write the proper name of the axiom (e.g. "Range").
If it is a definition, name the relevant term (e.g. "Independence").
If it is a theorem, give the theorem's number (e.g. "Theorem 1").
If more than one axiom, definition, or theorem plays an important role, then just name one of them (it won't matter which).
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