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A sleeping bag is tested to withstand temperatures of –15°F. You think the bag cannot stand temperatures that low. State the Type I and Type II errors in complete sentences.

In words, describe1–β

Short Answer

Expert verified

The power is that the bag can't stand temperature of –15°Fafter we accept the hypothesis

Step by step solution

01

Explain β

In a statistical hypothesis test, beta (β) refers to the possibility of Type II error. Frequently, the facility of a test, which is adequate 1-βrather than βthe test itself, is employed as a high quality indicator for hypothesis tests.

02

Describe 1-β

1-βis that the test's power.

determines the probability that the test will produce the right result, i.e., that a real alternative hypothesis are going to be accepted.

As a result, the facility during this test is that the probability that the bag won't withstand temperatures of –15°Fif we adopt the choice hypothesis.

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Most popular questions from this chapter

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H0:

Ha:

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