Pew research asked random sample of 1000 US adults whether they supported increased usage of coal to produce energy. They found that 37% did support increase usage of coal. In this example of a two-sided test for significance, so the hypotheses are: H0: π = 0.5 Ha: π ≠ 0.5 In this problem, you will explore what changes if we use π < 0.5 or π > 0.5 as our alternative hypothesis instead. A. Produce a sampling distribution sketch, shade the area corresponding to the p value if the alternative hypothesis is π ≠ 0.5, and find the p value. B. In the second sampling distribution sketch, shade the area corresponding to the p value if the alternative hypothesis is π < 0.5, and find the p value. C. In the third sampling distribution sketch, shade the area corresponding to the p value if the alternative hypothesis is π > 0.5, and find the p value. NB: The attached image is the original sampling distribution sketch, with the test statistics

MATLAB: An Introduction with Applications
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Author:Amos Gilat
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Pew research asked random sample of 1000 US adults whether they supported increased usage of coal to produce energy. They found that 37% did support increase usage of coal. In this example of a two-sided test for significance, so the hypotheses are: H0: π = 0.5 Ha: π ≠ 0.5 In this problem, you will explore what changes if we use π < 0.5 or π > 0.5 as our alternative hypothesis instead. A. Produce a sampling distribution sketch, shade the area corresponding to the p value if the alternative hypothesis is π ≠ 0.5, and find the p value. B. In the second sampling distribution sketch, shade the area corresponding to the p value if the alternative hypothesis is π < 0.5, and find the p value. C. In the third sampling distribution sketch, shade the area corresponding to the p value if the alternative hypothesis is π > 0.5, and find the p value. NB: The attached image is the original sampling distribution sketch, with the test statistics
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(z%=8))25) 0-452 o+468 0.484 0.s o516 0532 0548 z=8.125)
Transcribed Image Text:+ (z%=8))25) 0-452 o+468 0.484 0.s o516 0532 0548 z=8.125)
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