At the beginning of the semester, it is suggested that you spend 30 minutes per day on your study plan or 150 minutes per week. Perform a hypothesis test to test whether average weekly time spent on the study plan is less 1.) than 150 minutes per week. Use an a=0.05. а.) Write the hypotheses in symbol notation. b.) Paste the output for the hypothesis test from SPSS befow. Circle the p-value. Write the probability statement for your p-value with the correct. (Hint: Double check what c.) the p-value given in the SPSS output is for, how many tails?)

MATLAB: An Introduction with Applications
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Author:Amos Gilat
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At the beginning of the semester, it is suggested that you spend 30 minutes per day on your study
plan or 150 minutes per week.
Perform a hypothesis test to test whether average weekly time spent on the study plan is less
1.)
than 150 minutes per week. Use an a=0.05.
a.)
Write the hypotheses in symbol notation.
b.)
Paste the output for the hypothesis test from SPSS below. Circle the p-value.
Write the probability statement for your p-value with the correct. (Hint: Double check what
c.)
the p-value given in the SPSS output is for, how many tails?)
t-Test: Two-Sample Assuming
Unequal Variances
Total Time
Spent
Mean
1433.816667
Variance
2512291.034
Observations
60
Hypothesized
Mean
Difference
150
df
59
t Stat
6.273987664
P(T<=t) one-
tail
2.25954E-08
t Critical one-
tail
1.671093032
P(T<=t) two-
tail
4.51909E-08
t Critical two-
tail
2.000995378
Transcribed Image Text:At the beginning of the semester, it is suggested that you spend 30 minutes per day on your study plan or 150 minutes per week. Perform a hypothesis test to test whether average weekly time spent on the study plan is less 1.) than 150 minutes per week. Use an a=0.05. a.) Write the hypotheses in symbol notation. b.) Paste the output for the hypothesis test from SPSS below. Circle the p-value. Write the probability statement for your p-value with the correct. (Hint: Double check what c.) the p-value given in the SPSS output is for, how many tails?) t-Test: Two-Sample Assuming Unequal Variances Total Time Spent Mean 1433.816667 Variance 2512291.034 Observations 60 Hypothesized Mean Difference 150 df 59 t Stat 6.273987664 P(T<=t) one- tail 2.25954E-08 t Critical one- tail 1.671093032 P(T<=t) two- tail 4.51909E-08 t Critical two- tail 2.000995378
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