In: Statistics and Probability
If a hypothesis test turns out to be statistically significant
at the significance level of 0.01...
- If a hypothesis test turns out to be statistically significant
at the significance level of 0.01 (meaning reject the null
hypothesis at 0.01 significance level), it will also be significant
at: Circle your
answer(s)
- Significant level of 0.05
- Significant level of 0.001
- Significant level of 0.005
- Significant level of 0.1
- Which p-value would provide more evidence against the null
hypothesis:
p-value
of 0.02 and p-value of 0.04. Explain your answer.
- ATM machines must be stocked enough cash to satisfy customers
making withdrawals over an entire weekend. However, if too much
cash is kept in ATMs, the bank is forgoing the opportunities of
investing the money to earn interests. Suppose that at a particular
branch, the expected mean amount of money withdrawn from ATMs per
customer over weekend is $160 and the population standard deviation
of $30. If a random sample of 36 customers is examined and the
sample mean withdrawal is $172, is there enough evidence to believe
that average withdrawal is more than $160. Use the significance
level of 0.05 to perform your test. Remember to perform all
the steps.