Dr. Marjee conducts a test of hypothesis to determine if students who study late at night differ in GPA from students who study in the early morning. Their research design and data are appropriate for a two independent samples t test. The research team surveys students and records their GPAs. The sample sizes were: Late night study, n = 93. Early morning study, n = 84. (Degrees of freedom are calculated exactly as described above whether or not the sample sizes are the same.) What is the total degrees of freedom for this test? Please explain steps if possible
Dr. Marjee conducts a test of hypothesis to determine if students who study late at night differ in GPA from students who study in the early morning. Their research design and data are appropriate for a two independent samples t test. The research team surveys students and records their GPAs. The sample sizes were: Late night study, n = 93. Early morning study, n = 84. (Degrees of freedom are calculated exactly as described above whether or not the sample sizes are the same.) What is the total degrees of freedom for this test? Please explain steps if possible
Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter10: Statistics
Section10.5: Comparing Sets Of Data
Problem 14PPS
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Dr. Marjee conducts a test of hypothesis to determine if students who study late at night differ in GPA from students who study in the early morning. Their research design and data are appropriate for a two independent samples t test. The research team surveys students and records their GPAs. The sample sizes were: Late night study, n = 93. Early morning study, n = 84. (Degrees of freedom are calculated exactly as described above whether or not the sample sizes are the same.)
What is the total degrees of freedom for this test?
Please explain steps if possible
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