Mary examined a random sample of Friday withdrawals from a college campus ATM. She hypothesized that the mean was less than $100. The results shown below are from MegaStat. What would Mary conclude from this test? Explain carefully.
Hypothesis Test: Mean vs. Hypothesized Value
$100.000$ $ \quad $$ \quad $hypothesized value
$85.882$ $ \quad $$ \quad $mean Withdrawal
$85.078$ $ \quad $$ \quad $std. dev.
$20.634$ $ \quad $$ \quad $std. error
$17 $$ \quad $$ \quad $$ \quad $$ \quad $n
16 $ \quad $$ \quad $$ \quad $$ \quad $df
$- 0.68$$ \quad $$ \quad $$ \quad $t
$.2518$$ \quad $$ \quad $ p-value (one-tailed, lower)

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The Answer of Mary examined a random sample of Friday withdrawals from a college campus ATM. She hypothesized that the mean was less than $100. The results shown below are from MegaStat. What would Mary conclude from this test? Explain carefully.
Hypothesis Test: Mean vs. Hypothesized Value
$100.000$ $ \quad $$ \quad $hypothesized value
$85.882$ $ \quad $$ \quad $mean Withdrawal
$85.078$ $ \quad $$ \quad $std. dev.
$20.634$ $ \quad $$ \quad $std. error
$17 $$ \quad $$ \quad $$ \quad $$ \quad $n
16 $ \quad $$ \quad $$ \quad $$ \quad $df
$- 0.68$$ \quad $$ \quad $$ \quad $t
$.2518$$ \quad $$ \quad $ p-value (one-tailed, lower)

Mary Examined a Random Sample of Friday Withdrawals from a College