Sample does not provides sufficient evidence to support the claim that the mean income is below $15,000.OC.Sample provides sufficient evidence to conclude that that the mean income is at least $15,000.O d. Cannot make a conclusion based on given informationQUESTION 55) A researcher is testing the claim that the mean weight of a population of women is less than 120 pounds. He collected a random sample of 35 females. Based on the sample data, the value of the teststatistic for testing for mean is -1.95. Which of the following is true?O at 5% significance level, we do not have evidence to support the claim and at 1% significance level, we have evidence to support the claim.O at 5% significance level, we have evidence to support the claim and at 1% significance level, we do not have evidence to support the claim.OAt both significance levels 5% and 1%, we have evidence to support the claim.At both significance levels 5% and 1%, we do not have evidence to support the claim.QUESTION 66) Suppose you are testing a claim that the average age of jurors in a certain city is more than 40 years old. After collecting data from a random sample of jurors from this city, the p-value of the onesample t-test for testing this claim is 0.0468. Using the same sample data, what would be the p-value, if you are testing whether the mean age is significantly different from 40 years?O a. 0.0468b.0.0936OC. 0.9532O d. Cannot determine from given information.QUESTION 7Click Save and Submit to save and submit. Click Save All Answers to save all answers.82°FMostly cloudy=

here as PER GUIDELINES I HAVE CALCULATED FIRST QUESTION , PLZ REPOST FOR REMAINING here given ,…

Answered: 5) A researcher is testing the claim…

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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5) A researcher is testing the claim that the mean weight of a population of women is less than 120 pounds. He collected a random sample of 35 females. Based on the sample data, the value of the test statistic for testing for mean is -1.95. Which of the following is true?