AP Statistics / Mr. Hansen |
Name: _________________________ |
Submitted |
Conclusion |
Comments |
Wed., 7:38 p.m. |
There is very weak evidence (n=50, z=1.16,
P=.00000001535...) that the 5 pound difference in Milton’s
bench press performance is statistically significant. |
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Wed., 7:49 p.m. |
In class, we established that the alternate
hypothesis was true in our SRS. The second round of lifting had a higher mean
than the first round of lifting. We can conclude that a mean rise of about 5
pounds is signifigant showing a slight raise after Milton’s dietary change. |
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Wed., 10:31 p.m. |
The low P-value provides strong enough
evidence to reject the null hypothesis. |
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Wed., 10:31 p.m. |
There is weak evidence that the Creatine supplement that Milton took improved his bench
press. In other words, there is very weak evidence that m1 does
not equal m2, or that m2 is
greater than m1 from
the given findings: t=-1.602, p=1.53, with a 50 trial run in each scenario. |
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Wed., 10:38 p.m. |
There is very weak evidence (n = 50, t =
-6, |
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Wed., 10:54 p.m. |
There is extremely weak evidence (n=50, t=
-6, p hat = .2469, p=10-7) that Milton has really improved his
mean bench press weight after his dietary change. |
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Thurs., 12:11 a.m. |
There is very strong evidence supporting H0 |
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Thurs., 12:40 a.m. |
The data and calculations shows that Milton has improved his bench press weight
after his dietary change. |
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Thurs., 8:13 a.m. |
We are 95% confident that the true mean of Milton’s bench press is 205 +/- .8505. This is
statistically significant because this shows that Milton’s
increase could not be attributed to chance alone and it is most likely that the
creatine did increase his bench press weight. |
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