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3.) You also want to know if there is a relationship between the number of days the college students have been playing the online game and how much money they spent for it on average. Using simple linear regression in EXCEL, a.) Calculate for the regression line, b.) Predict the next 3 data points and make a preliminary conclusion for the trend you are observing lastly, c.) Make a scatter plot of the data with the regression line. Days Pesos 1 2 249 4 749 6. 1490 8 2490 10 2488 12 3980 14 5490 16 4978 18 6468 20 4978

3.) You also want to know if there is a relationship between the number of days the college students have been playing the online game and how much money they spent for it on average. Using simple linear regression in EXCEL, a.) Calculate for the regression line, b.) Predict the next 3 data points and make a preliminary conclusion for the trend you are observing lastly, c.) Make a scatter plot of the data with the regression line. Days Pesos 1 2 249 4 749 6. 1490 8 2490 10 2488 12 3980 14 5490 16 4978 18 6468 20 4978

MATLAB: An Introduction with Applications
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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3.) You also want to know if there is a relationship between the number of days the college students have been playing the online game and how much money they spent for it on average. Using simple linear regression in EXCEL, a.) Calculate for the regression line, b.) Predict the next 3 data points and make a preliminary conclusion for the trend you are observing lastly, c.) Make a scatter plot of the data with the regression line. Days Pesos 1 2 249 4 749 6 1490 2490 10 2488 12 3980 14 5490 16 4978 18 6468 20 4978 6 00
Transcribed Image Text:3.) You also want to know if there is a relationship between the number of days the college students have been playing the online game and how much money they spent for it on average. Using simple linear regression in EXCEL, a.) Calculate for the regression line, b.) Predict the next 3 data points and make a preliminary conclusion for the trend you are observing lastly, c.) Make a scatter plot of the data with the regression line. Days Pesos 1 2 249 4 749 6 1490 2490 10 2488 12 3980 14 5490 16 4978 18 6468 20 4978 6 00
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