Researchers were interested in determining whether awarding extra credit for volunteering would increase the number of hours students participated community service. The current average is 2.5 hours per semester. Using the information below, answer the following questions.
Using the data below, answer the following questions.
One-Sample Statistics |
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N |
Mean |
Std. Deviation |
Std. Error Mean |
|
Hours |
500 |
4.13 |
2.528 |
.113 |
One-Sample Test |
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Test Value = 3 |
||||||
t |
df |
Sig. (2-tailed) |
Mean Difference |
95% Confidence Interval of the Difference |
||
Lower |
Upper |
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Hours |
10.029 |
499 |
.000 |
1.134 |
.91 |
1.36 |
What is the null and alternate hypotheses?
Ho:mu=2.5
Ha:mu>2.5
Indicate the sample size.
sample size =n=500
Indicate the sample mean.
sample mean=xbar=4.13
Indicate the sample standard deviation.
sample standard deviation=s=2.528
Indicate the Mean difference.
mean difference=1.134
What is the t value and degrees of freedom?
t=10.029,degree of freedom=499
What is the p value?
p=0.000
Based on the information, what is your conclusion based on the original hypotheses?
p<0.05
Reject Null hypothesis
accept alternative hypothesis
Conclusion:
There is suffcient evidence at 5% level of significance to conclude that extra credit for volunteering would increase the number of hours students participated community service. T
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