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Use the internet to find a reliable time series data set with at least 10 years of data, and at least 10 data points. + Comparison Sep www/ww Nov 2023 Mar 1D May 2 Jul +- 14000 13502.990 13000 -12500 12000 -11500 11000 -10500 1) Perform a linear regression and interpret the results. 2) Using the regression results from the previous question, estimate the value that would occur 10 years before your first data point, and 10 years after your last data point. How valid are these predictions?

Use the internet to find a reliable time series data set with at least 10 years of data, and at least 10 data points. + Comparison Sep www/ww Nov 2023 Mar 1D May 2 Jul +- 14000 13502.990 13000 -12500 12000 -11500 11000 -10500 1) Perform a linear regression and interpret the results. 2) Using the regression results from the previous question, estimate the value that would occur 10 years before your first data point, and 10 years after your last data point. How valid are these predictions?

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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Use the internet to find a reliable time series data set with at least 10 years of data, and at least 10 data points. + Comparison Sep Nov 2023 W Mar 1D May Jul 1- -14000 13502.990 13000 -12500 12000 11500 11000 10500 1) Perform a linear regression and interpret the results. 2) Using the regression results from the previous question, estimate the value that would occur 10 years before your first data point, and 10 years after your last data point. How valid are these predictions?
Transcribed Image Text:Use the internet to find a reliable time series data set with at least 10 years of data, and at least 10 data points. + Comparison Sep Nov 2023 W Mar 1D May Jul 1- -14000 13502.990 13000 -12500 12000 11500 11000 10500 1) Perform a linear regression and interpret the results. 2) Using the regression results from the previous question, estimate the value that would occur 10 years before your first data point, and 10 years after your last data point. How valid are these predictions?
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