Statistics 2340

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The following is an appropriate statement of the null and alternate hypotheses for a test of a population mean: H0: μ < 50 HA : μ > 50

True / False (F)

In conducting a hypothesis test where the conclusion is to reject the null hypothesis, then either a correct decision has been made or else a Type I error.

True / False (T)

In hypothesis testing, the null hypothesis should contain the equality sign.

True / False (T)

The null and alternate hypotheses must be opposites of each other.

True / False (T)

To calculate beta requires making a "what if" assumption about the true population parameter, where the "what-if" value is one that would cause the null hypothesis to be false.

True / False (T)

When someone is on trial for suspicion of committing a crime, the hypotheses are: H0 : innocent HA : guilty Which of the following is correct?

Type I error is convicting an innocent person.

In a two-tailed hypothesis test the area in each tail of the rejection region is equal to α.

True / False (F)

The power of a test is measured by its capability of:

rejecting a null hypothesis that is false.

Choosing an alpha of 0.01 will cause beta to equal 0.99.

True / False (F)

If a hypothesis test is conducted for a population mean, a null and alternative hypothesis of the form: H0 : μ = 100 HA : μ ≠ 100 will result in a one-tailed hypothesis test since the sample result can fall in only one tail.

True / False (F)

A hypothesis test is to be conducted using an alpha = .05 level. This means:

there is a maximum 5 percent chance that a true null hypothesis will be rejected.

The Adams Shoe Company believes that the mean size for men's shoes is now more than 10 inches. To test this, it has selected a random sample of n = 100 men. Assuming that the test is to be conducted using a .05 level of significance, a p-value of .07 would lead the company to conclude that its belief is correct.

True / False (F)

When the decision maker has control over the null and alternative hypotheses, the alternative hypotheses should be the "research" hypothesis.

True / False (T)

A local medical center has advertised that the mean wait for services will be less than 15 minutes. Given this claim, the hypothesis test for the population mean should be a one-tailed test with the rejection region in the lower (left-hand) tail of the sampling distribution.

True/ False (T)

If the p value is less than α in a two-tailed test,

the null hypothesis should be rejected.

Which of the following statements is true?

The decision maker controls the probability of making a Type I statistical error.

Hypothesis testing and confidence interval estimation are essentially two totally different statistical procedures and share little in common with each other.

True / False (F)


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