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400 draws are made at random with replacement from 5 tickets that are marked -2, -1, 0, 1, and 2 respectively. Find the expected value of the number of times positive numbers appear
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In every draw each ticket has a probability of 1/5 of being drawn. In 400 draws the ticket marked 1 is expected to appear 400 * 1/5 times. In 400 draws the ticket marked 2 is expected to appear 400 * 1/5 times. the expecte value of the number of times positive numbers appear is \[\frac{400}{5}+\frac{400}{5}=you\ can\ calculate\]
expected*
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