A fruit seller claims that customers who purchases lemons are more likely to purchase limes. To test their claim,they tally up the number of customers who purchase these two fruits in a given day. The observed frequencies aregiven in the 2 x 2 contingency table below.29.86735.9838.043Complete the table of expected frequencies assuming the null hypothesis that buying lemons and buying limes areindependent.bought lemonsdid not buy lemonstotals18.13324.77343.393bought limes did not buy limes totals275615344290bought lemons (expected)did not buy lemons (expected)291948(a) Find the expected frequency of customers who bought lemons and limes.8.791bought limes (expected) did not buy limes (expected)(b)(d)(b) Find the expected frequency of customers who bought lemons but not limes.4.82221.77626.13332.64112(3 34(a)(c)(c) Find the expected frequency of customers who bought limes but not lemons.16.2183.84113.41913.55516.019(d) Find the expected frequency of customers who bought neither lemons nor limes.O 6.1415.86720.413O24.775(e) Determine the test statistic for a x² test of independence.0.1431.8912.6997.442(f) Determine the degrees of freedom used when performing a x² test of independence.(g) Determine the critical value to use when performing a X² test of independence with significance levela = 0.05.(h) Determine whether there is sufficient data to reject the null hypothesis and conclude that there is a dependentrelationship between purchasing lemons and limes at the a= 0.05 significance level.Yes

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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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