A high school offers math placement exams for incoming freshmen to place students into the appropriate math class during their freshman year. Three different middle schools were sampled and the following pass/fail results were found. Run a test for independence at the 0.10 level of significance.

School A

School B

School C

Pass

40

33

50

Fail

59

45

67

After running an independence test, can it be concluded that pass/fail rates are dependent on school?

Question 13 options:

No, it cannot be concluded that pass/fail rates are dependent on school because the p-value = 0.0627.

No, it cannot be concluded that pass/fail rates are dependent on school because the p-value = 0.9373.

Yes, it can be concluded that pass/fail rates are dependent on school because the p-value = 0.9373.

Yes, it can be concluded that pass/fail rates are dependent on school because the p-value = 0.0627.

Question 14(1 point)

A restaurant chain that has 3 locations in Portland is trying to determine which of their 3 locations they should keep open on New Year's Eve. They survey a random sample of customers at each location and ask each whether or not they plan on going out to eat on New Year's Eve. The results are below. Run a test for independence to decide if the proportion of customers that will go out to eat on New Year's Eve is dependent on location. Use=0.05.

NW Location

NE Location

SE Location

Will Go Out

66

40

45

Won't Go Out

20

25

20

Enter theP-Value - round to 4 decimal places. Make sure you put a 0 in front of the decimal.

Question 14 options: