2a. right the hypothesis in symbolic form determine if the test is right tailed left tailed or two tails and explain why. 2b. calculate the critical value the test statistic and P value. show calculations below. explain your calculations and include your results Critical Value Test Statistic P-value 2c. make a decision about the null hypothesis using both the critical value and P value methods. explain how you arrived at your results. 2d. restate your conclusion in non-technical terms.
2a. right the hypothesis in symbolic form determine if the test is right tailed left tailed or two tails and explain why. 2b. calculate the critical value the test statistic and P value. show calculations below. explain your calculations and include your results Critical Value Test Statistic P-value 2c. make a decision about the null hypothesis using both the critical value and P value methods. explain how you arrived at your results. 2d. restate your conclusion in non-technical terms.
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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2a. right the hypothesis in symbolic form determine if the test is right tailed left tailed or two tails and explain why.
2b. calculate the critical value the test statistic and P value. show calculations below. explain your calculations and include your results
Critical Value
Test Statistic
P-value
2c. make a decision about the null hypothesis using both the critical value and P value methods. explain how you arrived at your results.
2d. restate your conclusion in non-technical terms.

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2h Calculate the critical value the test statistic and n-value Show calculations below
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2a. Write the hypotheses in symbolic form, determine if the test is right-tailed, left-tailed, or two tailed and explain why.
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2. Population Means - Independent Samples
Nightingale shoes is interested to know who is spending more on their brand: women or men. They surveyed the first 200 people
who entered their store. They found that 89 men on average spent $65 with a standard deviation of $6. On the other hand, 111
women spent $72 with a standard deviation of $23. Test the claim that women spend more on Nightingale shoes then men.
Assume a 0.05 significance level and the population standard deviations are unknown.
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