Question

Std. Error Mean ClassTypeN Mean Std. Deviation weeklysptime F2F 0 90.064583 94.3599647 17.2276937 30 89.162500 105.173433619.2019540 Online Independent Samples Test Levene's Test for Equality of Variances t-test for Equality of Means 95% Confidence Interval of the Difference Std. Error Difference Mean Sig df Sig. (2-taile) Difference Lower Upper weeklysptime Equal variances 239 626 035 58 972 9020833 25.7974508 50.7371250 52.5412917 assumed Equal variances not assumed 035 57.330 972 9020833 25.7974508 50.7499689 52.5541356

Let’s test, with our student data, whether online students spend a different amount of time on their study plan than face-to-face students. Use an α=0.05. Do not assume population standard deviations are equal.

1. Write the probability statement for your p-value with the correct. (Hint: Double check what the p-value given in the SPSS output is for, how many tails?)
2. Make your decision.
3. Draw conclusions.
4. Using all of the previous Real World problems, write a brief description of what you have learned about time spent on the Study Plan. What would you tell future students about your research?

Answer 1

Ans:

Given that

p-value(2 tailed)=0.972

As,p-value>0.05,we do not reject the null hypothesis.

There is not sufficient evidence to conclude that online students spend a different amount of time on their study plan than face-to-face students.