5. A random draw (with replacement) of 1000 balls from a pool of several million balls is conducted. Each ball is either blue or red. Let p denote the fraction of blue balls in the population. Let p denote the fraction of blue balls in the sample. You want to test the competing hypotheses Họ: p = 0.4 vs. H1: p # 0.4. Suppose that you decide to reject Ho if |p – 0.4| > 0.01. Note that the sample of 1000 balls is considered as a large sample. What is the type l error of this test? a. 0.178 b. 0.256 c. 0.367 d. 0.488 e. 0.519

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5. A random draw (with replacement) of 1000 balls from a pool of several million balls is conducted. Each ball is
either blue or red. Let p denote the fraction of blue balls in the population. Let p denote the fraction of blue balls
in the sample. You want to test the competing hypotheses Ho: p = 0.4 vs. H1: p # 0.4. Suppose that you decide
to reject Ho if lp – 0.4| > 0.01. Note that the sample of 1000 balls is considered as a large sample. What is the
type l error of this test?
а. 0.178
b. 0.256
c. 0.367
d. 0.488
e. 0.519
Transcribed Image Text:5. A random draw (with replacement) of 1000 balls from a pool of several million balls is conducted. Each ball is either blue or red. Let p denote the fraction of blue balls in the population. Let p denote the fraction of blue balls in the sample. You want to test the competing hypotheses Ho: p = 0.4 vs. H1: p # 0.4. Suppose that you decide to reject Ho if lp – 0.4| > 0.01. Note that the sample of 1000 balls is considered as a large sample. What is the type l error of this test? а. 0.178 b. 0.256 c. 0.367 d. 0.488 e. 0.519
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