Using a sample of ten games each to see if your average score at Wii bowling is

Question

Using a sample of ten games each to see if your average score at Wii bowling is significantly more than your friend's average score.

Question 1: Making a Type I error means:

A.Your average score at games is the same as your friend`s average score.

B.The sample does not contain enough evidence to conclude that your average Wii bowling score is higher than your friend`s, when actually it is better.

C.Your average score at Wii bowling is higher than your friend`s average score.

D.Find your average Wii bowling score is higher than your friend`s.

E.Find your average Wii bowling score is higher than your friend`s, when actually it isn`t.

F. The sample does not contain enough evidence to conclude that your average Wii bowling score is higher than your friend`s.

Question 2:Making a Type II error means:

A.Your average score at Wii bowling is higher than your friend`s average score.

B.Find your average Wii bowling score is higher than your friend`s.

C.Your average score at games is the same as your friend`s average score.

D.The sample does not contain enough evidence to conclude that your average Wii bowling score is higher than your friend`s, when actually it is better.

E.The sample does not contain enough evidence to conclude that your average Wii bowling score is higher than your friend`s.

F.Find your average Wii bowling score is higher than your friend`s, when actually it isn`t.

Explanation / Answer

1) option E is correct

E.Find your average Wii bowling score is higher than your friend`s, when actually it isn`t.

2)option D is correct

D.The sample does not contain enough evidence to conclude that your average Wii bowling score is higher than your friend`s, when actually it is better.

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