A market researcher wants to test the following claims:

$•16\%$ of people in your city did not visit the local ice cream store last summer.

$•46\%$ of people in your city visited the local ice cream store $1-3$ times last summer.

$•25\%$ of people in your city visited the local ice cream store $4-9$ times last summer.

$•13\%$ of people in your city visited the local ice cream store more than $10$ times last summer.

To test the claims above, the market researcher randomly selected $734$ people from your city and observed the following:

$•99$ did not visit the local ice cream store last summer.

$•376$ visited the local ice cream store $1-3$ times last summer.

$•167$ visited the local ice cream store $4-9$ times last summer.

$•92$ visited the local ice cream store more than $10$ times last summer.

Required:

A$.$ Based on the information above, produce a Contingency Table.

B$.$ State the Null and the Alternative Hypothesis.

C$.$ Use the Chi$-$square goodness$-$of$-$fit to test the claim about the ice cream consumption of the people in your city. Use Alpha $=0\mathrm{.}05.$