Question: How do you make a decision for a claim that the mean value of males weight is 150 pounds for a significant level of 0.04

How do you make a decision for a claim that the mean value of males weight is 150 pounds for a significant level of 0.04 using a rejection region method?

A sample with a mean of 145 pounds, size of 36, and a standard deviation of 16 pounds is selected.

Is -1.875 > 2.054?

Is standardized z-test critical value or standardized z-test > critical value?

Is -1.875 < -1.751?

Is -1.875 0.04?

Step by Step Solution

There are 3 Steps involved in it

1 Expert Approved Answer

Step: 1 Unlock blur-text-image

Question Has Been Solved by an Expert!

Get step-by-step solutions from verified subject matter experts

Step: 2 Unlock

Step: 3 Unlock

Students Have Also Explored These Related Mathematics Questions!

How do you make a decision for a claim that the mean value of males weight is 150 pounds for a significant level of 0.04 using a rejection region method? A sample with a mean of 145 pounds, size of...

What is the final decision for a claim that the mean value of males weight is less than 150 pounds for a significant level of 0.05 using a rejection region method? A sample with a mean of 145 pounds,...

How would you make a decision for a claim that the mean value of a male's weight is 150 pounds with a significance level of 0.04 using the rejection region method? Use a sample with a mean of 145...

Calculate the critical value for a claim that the mean value of males weight is 150 pounds for a significant level of 0.04 using a rejection region method? A sample with a mean of 145 pounds, size of...

Calculate the standardized z-test for a claim that the mean value of male's weight is 150 pounds for a significant level of 0.04 using a rejection region method? A sample with a mean of 145 pounds,...

Calculate the standardized z-test for a claim that the mean value of males weight is less than 150 pounds for a significant level of 0.05 using a rejection region method? A sample with a mean of 145...

How would you make a decision for a claim that the mean value of a male's weight is 150 pounds with a significance level of 0.04 using the P-value method? Use a sample with a mean of 145 pounds, a...

How would you make a decision for a claim that the mean value of a male's weight is less than 150 pounds with a significance level of 0.05 using the P-value method? Use a sample with a mean of 145...

If X1 and X2 are independent random variables having the geometric distribution with the parameter , show that Y = X1 + X2 is a random variable having the negative binomial distribution with the...

Describe the function of a smart card. Why is it important to protect your smart card?

This type of life insurance will generate immediate cash value: A . Single - premium Whole Life B . Limited - pay Whole Life C . Level Term D . Variable Life

2023 1040 form 1.Phillip and Claire are married and file a joint return. Phillip is self-employed as a real estate agent, and Claire is a flight attendant. Phillip and Claire have three dependent...