In: Statistics and Probability
Five students were tested before and after taking a class to
improve their study habits. They were given articles to read which
contained a known number of facts in each story. After reading the
stories, the students listed as many facts as they could recall.
The following data were recorded. This a multiple choice
question!
Before After
10
15
12
14
14
17
16
17
12
20
The degrees of freedom for this sample are
[ Select ]
["8", "5", "6", "4", "2.132", "2.776",
"2.306", "1.860", "-3.106", "3.106", "-3.062", "3.602", "reject",
"fail to reject", "may affect study habits", "does not affect study
habits"]
The two tailed critical value at an alpha level of .05
is
[
Select ]
["8", "5", "6", "4",
"2.132", "2.776", "2.306", "1.860", "-3.106", "3.106", "-3.062",
"3.602", "reject", "fail to reject", "may affect study habits",
"does not affect study habits"]
The obtained value of the statistic calculated for this sample
is
[
Select ]
["8", "5", "6", "4",
"2.132", "2.776", "2.306", "1.860", "-3.106", "3.106", "-3.062",
"3.602", "reject", "fail to reject", "may affect study habits",
"does not affect study habits"]
My decision is to
[ Select ]
["8",
"5", "6", "4", "2.132", "2.776", "2.306", "1.860", "-3.106",
"3.106", "-3.062", "3.602", "reject", "fail to reject", "may affect
study habits", "does not affect study habits"]
the null hypothesis
Based on this data I conclude that the
course
[ Select ]
["8",
"5", "6", "4", "2.132", "2.776", "2.306", "1.860", "-3.106",
"3.106", "-3.062", "3.602", "reject", "fail to reject", "may affect
study habits", "does not affect study habits"]