Suppose that $85 \%$ of the email messages arriving to a college's computer system are spam. You want to take a random sample of incoming email messages and perform probability calculations involving the sample proportion that are spam. How large must the sample size be so you can reasonably apply the Central Limit Theorem?

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The Answer of Suppose that $85 \%$ of the email messages arriving to a college's computer system are spam. You want to take a random sample of incoming email messages and perform probability calculations involving the sample proportion that are spam. How large must the sample size be so you can reasonably apply the Central Limit Theorem?

Suppose That 85%85 \%85% Of the Email Messages Arriving to a College's Computer System

Suppose That $85 \%$ Of the Email Messages Arriving to a College's Computer System