# of OpenLab visits | Final grade |
2 | 40 |
8 | 85 |
10 | 80 |
9 | 84 |
15 | 90 |
7 | 72 |
5 | 50 |
4 | 59 |
8 | 85 |
10 | 70 |
7 | 66 |
7 | 70 |
5 | 63 |
4 | 60 |
4 | 59 |
11 | 79 |
3 | 82 |
9 | 90 |
10 | 82 |
9 | 76 |
14 | 85 |
6 | 73 |
5 | 41 |
4 | 56 |
8 | 80 |
10 | 70 |
7 | 66 |
9 | 88 |
5 | 65 |
4 | 70 |
4 | 62 |
11 | 90 |
Open Lab Visits data. Using data on 33 second-year students enrolled in a Statistics course, test if more visits to open lab sessions lead to higher final grades.
9. What test/procedure did you perform? (5 points)
10. What is the P-value/margin of error? (5 points)
11. What is the Statistical interpretation? (5 points)
12. What is the conclusion? (5 points)
9)
One sided t test will be used
10)
We have to find p value and margin of error
Let us find the pooled square variance
Sp^2=(n1-1)*S1^2+(n2-1)*S2^2/(n1-1)+(n2-1)
=(32-1)*13.67^2+(32-1)*3.16^2/(32-1)+(32-1)
=98.37
=71.5-7.3125/2.48
=25.89
The P-Value is < .00001
c)
option A is correct
The P-value is much smaller than 5% thus we are very certain that the averages are different
d)
Option B is correct
We are confident that more visits to open lab sessions lead to higher final grades.
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