Answer us provided. Just need work shown. Thank you 4. Based on the "Structure of a Hypothesis Test", fully describe the hypothesis test for thescenario in question 3, assuming a=0.01 and that he finds that only 52 out of 1000 bushels of hiscrop are lost to insect infestations. 4.1) Hypotheses:Нoip-0.07 На:p<0.072) Decision Rule: We will reject the null hypothesis when the likelihood of observingsomething as small or smaller than X= 52 out of 1000 bushels is no larger than a 1%probability, under the assumption of the null hypothesis. That is,(X52|p=0.07)<0.013) We will reject HO if the observed value of X=52 is smaller than some cutoff value ofх.4) Based on the sample evidence, we will either:a. Reject HO in favor of p<0.07 of insect-related crop destruction for the farmer's newmethod.b. Fail to reject HO. We do not have sufficient evidence to conclude that the farmer'snew method is better than his old method.

4. Based on the "Structure of a Hypothesis Test", fully describe the hypothesis test for the scenario in question 3, assuming a=0.01 and that he finds that only 52 out of 1000 bushels of his crop are lost to insect infestations.

4. Based on the "Structure of a Hypothesis Test", fully describe the hypothesis test for the scenario in question 3, assuming a=0.01 and that he finds that only 52 out of 1000 bushels of his crop are lost to insect infestations.

College Algebra (MindTap Course List)

12th Edition

ISBN:9781305652231

Author:R. David Gustafson, Jeff Hughes

Publisher:R. David Gustafson, Jeff Hughes

Chapter8: Sequences, Series, And Probability

Section8.7: Probability

Problem 5E: List the sample space of each experiment. Rolling one die and tossing one coin

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Question

Answer us provided. Just need work shown. Thank you

4.
1) Hypotheses:
Нoip-0.07 На:p<0.07
2) Decision Rule: We will reject the null hypothesis when the likelihood of observing
something as small or smaller than X= 52 out of 1000 bushels is no larger than a 1%
probability, under the assumption of the null hypothesis. That is,
(X52|p=0.07)<0.01
3) We will reject HO if the observed value of X=52 is smaller than some cutoff value of
х.
4) Based on the sample evidence, we will either:
a. Reject HO in favor of p<0.07 of insect-related crop destruction for the farmer's new
method.
b. Fail to reject HO. We do not have sufficient evidence to conclude that the farmer's
new method is better than his old method.

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