Given the following values for x (hours TV viewing) and y(hours studying) determine if there is linear relationship between TV viewing and studying. Use the Spearman Rho Correlation Coefficient. TV Viewing Studying X y 22 31 12 17 9 19 14 13 19 19 12 31 32 42 16 15 9 16

The following data included the number of hours per week a group of high school seniors spend on the computer working on homework. The data is differentiated between boys and girls. Using the independent t-test, is there a significant difference in the number of hours spent on the computer for homework between boys and girls?

Hours per week on computer:
Boys Girls
10 12
14 9
10 14
12 12
8 6
9 10
7 11
12 9

A 20 POINT math exam was administrated to a class one week before spring break, following a semester of study, and again, one week after returning from spring break. The instructor was interested in finding out if absence from school had a negative impact on retention. Using a related t – test is there a significant difference in the test pre and post spring break?

Pre test score Post test scores
18 18
11 10
17 15
20 19
15 12
18 18
17 18
14 14
12 13
16 17

Given the following value for x (speed) and y (miles per gallon) , determine if there is a linear relationship between speed and miles per gallon. Use Pearson Product Moment Correlation Coefficient.

Speed miles per gallon
X y
22 31
12 17
17 19
14 13
19 26
41 51
32 42
16 15
9 16

Given the following values for x (hours TV viewing) and y(hours studying) determine if there is linear relationship between TV viewing and studying. Use the Spearman Rho Correlation Coefficient.

TV Viewing Studying
X y
22 31
12 17
9 19
14 13
19 19
12 31
32 42
16 15
9 16