Question
Let the following be true: p(F) = 1/5 F and G are logically equivalent. What is P(FG)? Give your answer as a simplified fraction or
Let the following be true:
- p(F) = 1/5
- F and G are logically equivalent.
What is P(FG)?
Give your answer as a simplified fraction or whole number.
Let the following be true:
- p(FG) = 3/7
- p(F|G) = 5/8
What is p(G)?
Give your answer as a simplified fraction or whole number.
Let the following be true:
- p(F) = 1/2
What is P(FF)?
Give your answer as a simplified fraction or whole number.
Let the following be true:
- p(G) = 2/3
- p(FG) = 3/5
What is p(F|G)?
Give your answer as a simplified fraction or whole number.
Let the following be true:
- p(F) = 2/5
- F and G are logically equivalent.
What is p(FG)?
Give your answer as a simplified fraction or whole number.
Let the following be true:
- p(F) = 3/4
What is p(F)?
Give your answer as a simplified fraction or whole number.
Let the following be true:
- p(F) = 3/5
- p(FG) = 3/10
- p(FG) = 9/10
What is p(G)?
Give your answer as a simplified fraction or whole number.
Let the following be true:
- p(F) = 1/4
What is p(FF)?
Give your answer as a simplified fraction or whole number.
Let the following be true:
- p(F) = 1/2
- p(F|G) = 7/10
- p(G|F) = 4/5
What is p(G)?
Give your answer as a simplified fraction or whole number.
Let the following be true:
- p(G) = 3/5
- p(F|G) = 7/10
What is p(FG)?
Give your answer as a simplified fraction or whole number.
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Statistical Techniques in Business and Economics
Authors: Douglas A. Lind, William G Marchal
17th edition
1259666360, 978-1259666360
