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## Identify the two types of incorrect decisions in a hypothesis test. For each incorrect​ decision, what symbol is used to represent the probability of making that type of​ error? Choose the correct answer below.   A. A Type I error is not accepting a true null​ hypothesis, whose probability is denoted α. A Type II error is accepting a false null​ hypothesis, whose probability is denoted β.   B. A Type I error is accepting a false null​ hypothesis, whose probability is denoted α. A Type II error is not accepting a true null​ hypothesis, whose probability is denoted β.   C. A Type I error is not rejecting a false null​ hypothesis, whose probability is denoted α. A Type II error is rejecting a true null​ hypothesis, whose probability is denoted β.   D. A Type I error is rejecting a true null​ hypothesis, whose probability is denoted α. A Type II error is not rejecting a false null​ hypothesis, whose probability is denoted β.

Identify the two types of incorrect decisions in a hypothesis test. For each incorrect​ decision, what symbol is used to represent the probability of making that type of​ error?

A.
A Type I error is not accepting a true null​ hypothesis, whose probability is denoted α.
A Type II error is accepting a false null​ hypothesis, whose probability is denoted β.

B. A Type I error is accepting a false null​ hypothesis, whose probability is denoted α.

A Type II error is not accepting a true null​ hypothesis, whose probability is denoted β.

C. A Type I error is not rejecting a false null​ hypothesis, whose probability is denoted α.

A Type II error is rejecting a true null​ hypothesis, whose probability is denoted β.

D. A Type I error is rejecting a true null​ hypothesis, whose probability is denoted α.

A Type II error is not rejecting a false null​ hypothesis, whose probability is denoted β.
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