Follow the steps in solving the problem.-state the null and alternative hypothesis.-choose the level of significance.-compute the test statistics.-determine the critical value or the p value.-draw a conclusion.Please write readable and follow the steps Thankyou. The leader of the association of jeepney driversclaims that the average daily take home pay for alljeepney drivers in Baguio City is 400 pesos. A randomsample of 100 jeepney drivers in Baguio City wasinterviewed and the average daily take home pay ofthese drivers is found to be 425 pesos. Use a 0.05significance level to find out if the average daily takehome pay of all jeepney drivers in Baguio City is differentfrom 400 pesos. Assume that the population variance is92 pesos.

Hypothesized Population Mean (\mu)(μ) = 400400 Population Standard Deviation (\sigma)(σ) =…

Follow the steps in solving the problem. -state the null and alternative hypothesis. -choose the level of significance. -compute the test statistics. -determine the critical value or the p value. -draw a conclusion. Please write readable and follow the steps Thankyou.

Follow the steps in solving the problem. -state the null and alternative hypothesis. -choose the level of significance. -compute the test statistics. -determine the critical value or the p value. -draw a conclusion. Please write readable and follow the steps Thankyou.

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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Question

The leader of the association of jeepney drivers
claims that the average daily take home pay for all
jeepney drivers in Baguio City is 400 pesos. A random
sample of 100 jeepney drivers in Baguio City was
interviewed and the average daily take home pay of
these drivers is found to be 425 pesos. Use a 0.05
significance level to find out if the average daily take
home pay of all jeepney drivers in Baguio City is different
from 400 pesos. Assume that the population variance is
92 pesos.

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