# Statistics Examples

, ,

When and are dependent events, the probability of and occurring is , which is called the multiplication rule for dependent events and .

Fill in the known values.

Multiply by to get .

, ,

When and are dependent events, the probability of and occurring is , which is called the multiplication rule for dependent events and .

Fill in the known values.

Multiply by to get .

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$\text{}\left[\begin{array}{cc}{x}^{2}\text{}& \text{}\genfrac{}{}{.05ex}{}{1}{2}\text{}\\ \text{}\sqrt{\pi}\text{}& \text{}{\displaystyle \int}xdx\text{}\end{array}\right]\text{}$