Common Core: High School - Statistics and Probability - General Multiplication Rule in a Uniform Probability Model: CCSS.Math.Content.HSS-CP.B.8

Use the general multiplication rule to solve for the given probability model. For events A and B, calculate $P(A\cap B)$ given the following information:

$P(B)=0.70 \textup{ and }P(A\mid B)=0.45$

Use the general multiplication rule to solve for the given probability model. For events A and B, calculate $P(A\cap B)$ given the following information:

$P(B)=0.70 \textup{ and }P(A\mid B)=0.45$

Use the general multiplication rule to solve for the given probability model. For events A and B, calculate P(A\cap B) given the following information:

$P(B)= 0.66 \textup{ and }P(A\mid B)= 0.43$

Use the general multiplication rule to solve for the given probability model. For events A and B, calculate P(A\cap B) given the following information:

$P(B)= 0.59 \textup{ and }P(A\mid B)= 0.71$

Use the general multiplication rule to solve for the given probability model. For events A and B, calculate P(A\cap B) given the following information:

$P(B)= 0.54 \textup{ and }P(A\mid B)= 0.14$

Use the general multiplication rule to solve for the given probability model. For events A and B, calculate P(A\cap B) given the following information:

$P(B)= 0.18 \textup{ and }P(A\mid B)= 0.55$

Use the general multiplication rule to solve for the given probability model. For events A and B, calculate P(A\cap B) given the following information:

$P(B)= 0.2 \textup{ and }P(A\mid B)= 0.21$

Use the general multiplication rule to solve for the given probability model. For events A and B, calculate P(A\cap B) given the following information:

$P(B)= 0.83 \textup{ and }P(A\mid B)= 0.18$

Use the general multiplication rule to solve for the given probability model. For events A and B, calculate P(A\cap B) given the following information:

$P(B)= 0.88 \textup{ and }P(A\mid B)= 0.87$

Use the general multiplication rule to solve for the given probability model. For events A and B, calculate P(A\cap B) given the following information:

$P(B)= 0.69 \textup{ and }P(A\mid B)= 0.34$

General Multiplication Rule in a Uniform Probability Model: CCSS.Math.Content.HSS-CP.B.8

Practice Questions