Solved

Use the Following to Answer the Questions Below

Question 115

Multiple Choice

Use the following to answer the questions below:
Data were collected on GPA and number of Facebook friends for students in a small statistics class. Some summary statistics, partial output from the regression analysis, and a scatterplot of the data (with regression line) are provided. Assume that students in this class are typical of all students at the university.
Use three decimal places when reporting the results from any calculations, unless otherwise specified.
Use the following to answer the questions below: Data were collected on GPA and number of Facebook friends for students in a small statistics class. Some summary statistics, partial output from the regression analysis, and a scatterplot of the data (with regression line)  are provided. Assume that students in this class are typical of all students at the university. Use three decimal places when reporting the results from any calculations, unless otherwise specified.    -Use the information in the ANOVA table to compute and interpret   . A)    = 0.470 About 47% of the variability in GPA for students in this sample is explained by number of Facebook friends. B)    = 0.686 About 69% of the variability in GPA for students in this sample is explained by number of Facebook friends. C)    = 0.470 About 53% of the variability in GPA for students in this sample is explained by number of Facebook friends. D)    = 0.686 About 31% of the variability in GPA for students in this sample is explained by number of Facebook friends.
-Use the information in the ANOVA table to compute and interpret Use the following to answer the questions below: Data were collected on GPA and number of Facebook friends for students in a small statistics class. Some summary statistics, partial output from the regression analysis, and a scatterplot of the data (with regression line)  are provided. Assume that students in this class are typical of all students at the university. Use three decimal places when reporting the results from any calculations, unless otherwise specified.    -Use the information in the ANOVA table to compute and interpret   . A)    = 0.470 About 47% of the variability in GPA for students in this sample is explained by number of Facebook friends. B)    = 0.686 About 69% of the variability in GPA for students in this sample is explained by number of Facebook friends. C)    = 0.470 About 53% of the variability in GPA for students in this sample is explained by number of Facebook friends. D)    = 0.686 About 31% of the variability in GPA for students in this sample is explained by number of Facebook friends. .


A) Use the following to answer the questions below: Data were collected on GPA and number of Facebook friends for students in a small statistics class. Some summary statistics, partial output from the regression analysis, and a scatterplot of the data (with regression line)  are provided. Assume that students in this class are typical of all students at the university. Use three decimal places when reporting the results from any calculations, unless otherwise specified.    -Use the information in the ANOVA table to compute and interpret   . A)    = 0.470 About 47% of the variability in GPA for students in this sample is explained by number of Facebook friends. B)    = 0.686 About 69% of the variability in GPA for students in this sample is explained by number of Facebook friends. C)    = 0.470 About 53% of the variability in GPA for students in this sample is explained by number of Facebook friends. D)    = 0.686 About 31% of the variability in GPA for students in this sample is explained by number of Facebook friends. = 0.470
About 47% of the variability in GPA for students in this sample is explained by number of Facebook friends.
B) Use the following to answer the questions below: Data were collected on GPA and number of Facebook friends for students in a small statistics class. Some summary statistics, partial output from the regression analysis, and a scatterplot of the data (with regression line)  are provided. Assume that students in this class are typical of all students at the university. Use three decimal places when reporting the results from any calculations, unless otherwise specified.    -Use the information in the ANOVA table to compute and interpret   . A)    = 0.470 About 47% of the variability in GPA for students in this sample is explained by number of Facebook friends. B)    = 0.686 About 69% of the variability in GPA for students in this sample is explained by number of Facebook friends. C)    = 0.470 About 53% of the variability in GPA for students in this sample is explained by number of Facebook friends. D)    = 0.686 About 31% of the variability in GPA for students in this sample is explained by number of Facebook friends. = 0.686
About 69% of the variability in GPA for students in this sample is explained by number of Facebook friends.
C) Use the following to answer the questions below: Data were collected on GPA and number of Facebook friends for students in a small statistics class. Some summary statistics, partial output from the regression analysis, and a scatterplot of the data (with regression line)  are provided. Assume that students in this class are typical of all students at the university. Use three decimal places when reporting the results from any calculations, unless otherwise specified.    -Use the information in the ANOVA table to compute and interpret   . A)    = 0.470 About 47% of the variability in GPA for students in this sample is explained by number of Facebook friends. B)    = 0.686 About 69% of the variability in GPA for students in this sample is explained by number of Facebook friends. C)    = 0.470 About 53% of the variability in GPA for students in this sample is explained by number of Facebook friends. D)    = 0.686 About 31% of the variability in GPA for students in this sample is explained by number of Facebook friends. = 0.470
About 53% of the variability in GPA for students in this sample is explained by number of Facebook friends.
D) Use the following to answer the questions below: Data were collected on GPA and number of Facebook friends for students in a small statistics class. Some summary statistics, partial output from the regression analysis, and a scatterplot of the data (with regression line)  are provided. Assume that students in this class are typical of all students at the university. Use three decimal places when reporting the results from any calculations, unless otherwise specified.    -Use the information in the ANOVA table to compute and interpret   . A)    = 0.470 About 47% of the variability in GPA for students in this sample is explained by number of Facebook friends. B)    = 0.686 About 69% of the variability in GPA for students in this sample is explained by number of Facebook friends. C)    = 0.470 About 53% of the variability in GPA for students in this sample is explained by number of Facebook friends. D)    = 0.686 About 31% of the variability in GPA for students in this sample is explained by number of Facebook friends. = 0.686
About 31% of the variability in GPA for students in this sample is explained by number of Facebook friends.

Correct Answer:

verifed

Verified

Unlock this answer now
Get Access to more Verified Answers free of charge

Related Questions