Use the following table to answer the question & the sub part.1a.What is the df for the t-test comparing total units earned in the row Students on Pell?i. df = 5854 + 1999 = 7853ii. df = 5854 + 1999 - 2 = 7851iii. df = 5854 - 1 = 5854iv. df = 1999 - 1 = 19981b. True or False? In the row First-generation College Students, students not employed on campus had the higher standard deviation for time to degree (years). First-time FreshmanNot employed onEmployed on campust valuep valueCohen's dcampusMSDMSDTotaln = 10,590n = 3,529Total units earned135.1313.87137.3115.03-7.59<,0000.15Time to degree (years)5.231.395.111.235.05<,0000.09Total GPA2.980.443.050.46-7.29<.0000.16Students on Pelln = 5,854n = 1,999Total units earned135.8613.04138.2113.94-6.62<,0000.17Time to degree (years)5.231.185.131.023.70<.0000.09Total GPA2.960.433.000.45-3.61<.0000.09First-generation Collegen = 6,245n = 2,120StudentsTotal units earned135.4813.22137.7014.10-6.35<.0000.16Time to degree (years)5.251.295.191.221.940.0490.05Total GPA2.950.433.000.45-3.97<.0000.11

Given Information: Number of students on pell which is not employed in the campus, n1 = 5854 Number…

Use the following table to answer the question & the sub part. 1a.What is the df for the t-test comparing total units earned in the row Students on Pell? i. df = 5854 + 1999 = 7853 ii. df = 5854 + 1999 - 2 = 7851 iii. df = 5854 - 1 = 5854 iv. df = 1999 - 1 = 1998 1b. True or False? In the row First-generation College Students, students not employed on campus had the higher standard deviation for time to degree (years).

Use the following table to answer the question & the sub part. 1a.What is the df for the t-test comparing total units earned in the row Students on Pell? i. df = 5854 + 1999 = 7853 ii. df = 5854 + 1999 - 2 = 7851 iii. df = 5854 - 1 = 5854 iv. df = 1999 - 1 = 1998 1b. True or False? In the row First-generation College Students, students not employed on campus had the higher standard deviation for time to degree (years).

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter10: Sequences, Series, And Probability

Section10.2: Arithmetic Sequences

Problem 68E

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