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Use a ?2 Test to Test the Claim That in the Given

question 5

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Use a ?2 test to test the claim that in the given contingency table, the row variable and the column variable are independent
-An observed frequency distribution of exam scores is as follows: nging  exam scoreunder6060697079808990100frequncy 30301406040\begin{array} { l| } \text { exam score}&under60&60-69&70-79&80-89&90-100\\\hline \text {frequncy }&30&30&140&60&40\\\end{array}

i) Assuming a normal distribution with μ=75\mu = 75 and σ=15\sigma = 15 , find the probability of a randomly selected subject bel to each class. (Use boundaries of 59.5,69.5,79.5,89.559.5,69.5,79.5,89.5 . )
ii) Using the probabilities found in part (i), find the expected frequency for each category.
iii) Use a 0.050.05 significance level to test the claim that the exam scores were randomly selected from a normally distributed population with μ=75\mu = 75 and σ=15\sigma = 15 .


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