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 $\begin{array} { l| }
\text { exam score}&under60&60-69&70-79&80-89&90-100\
\hline \text {frequncy }&36&75&85&70&34\
\end{array}$
i) Assuming a normal distribution with $\mu = 75$ and $\sigma = 15$, find the probability of a randomly selected subject bel to each class. (Use boundaries of $59.5,69.5,79.5,89.5$.)
ii) Using the probabilities found in part (i), find the expected frequency for each category.
iii) Use a $0.05$ significance level to test the claim that the exam scores were randomly selected from a normally distributed population with $\mu = 75$ and $\sigma = 15$.

Question

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 $\begin{array} { l|  } 
 \text { exam score}&under60&60-69&70-79&80-89&90-100\
\hline \text {frequncy }&36&75&85&70&34\
\end{array}$
i) Assuming a normal distribution with $\mu = 75$ and $\sigma = 15$, find the probability of a randomly selected subject bel to each class. (Use boundaries of $59.5,69.5,79.5,89.5$.)
ii) Using the probabilities found in part (i), find the expected frequency for each category.
iii) Use a $0.05$ significance level to test the claim that the exam scores were randomly selected from a normally distributed population with $\mu = 75$ and $\sigma = 15$.

Quizplus · Accepted Answer

The Answer of 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 $\begin{array} { l|  } 
 \text { exam score}&under60&60-69&70-79&80-89&90-100\
\hline \text {frequncy }&36&75&85&70&34\
\end{array}$
i) Assuming a normal distribution with $\mu = 75$ and $\sigma = 15$, find the probability of a randomly selected subject bel to each class. (Use boundaries of $59.5,69.5,79.5,89.5$.)
ii) Using the probabilities found in part (i), find the expected frequency for each category.
iii) Use a $0.05$ significance level to test the claim that the exam scores were randomly selected from a normally distributed population with $\mu = 75$ and $\sigma = 15$.

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

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