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Use technology (Desmos or graphing calculator) to create a linear regression (line of best fit) to determine what the length would be when the amount of time was 115 hours. Be sure to round each value to 2 decimal places! Amount of time Length from initial measurement (hrs.) 0 4 8 12 28 32 34 46 58 60 71 83 95 107 14 15 18.5 22.5 29 30 32 34 35 36 36.5 39 40 42 The linear regression would be: y = type your answer... X+ type your answer... and the length would be type your answer... ft. at 115 hours.

Use technology (Desmos or graphing calculator) to create a linear regression (line of best fit) to determine what the length would be when the amount of time was 115 hours. Be sure to round each value to 2 decimal places! Amount of time Length from initial measurement (hrs.) 0 4 8 12 28 32 34 46 58 60 71 83 95 107 14 15 18.5 22.5 29 30 32 34 35 36 36.5 39 40 42 The linear regression would be: y = type your answer... X+ type your answer... and the length would be type your answer... ft. at 115 hours.

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 technology (Desmos or graphing calculator) to create a linear regression (line of best fit) to determine what the length would be when the amount of time was 115 hours. Be sure to round each value to 2 decimal places! Length Amount of time from initial measurement (hrs.) 0 14 4 15 8 18.5 12 22.5 28 TI 32 30 34 32 34 58 35 60 36 71 36.5 83 107 39 40 42 The linear regression would be: y = type your answer... X+ type your answer... and the length would be type your answer... ft. at 115 hours.
Transcribed Image Text:Use technology (Desmos or graphing calculator) to create a linear regression (line of best fit) to determine what the length would be when the amount of time was 115 hours. Be sure to round each value to 2 decimal places! Length Amount of time from initial measurement (hrs.) 0 14 4 15 8 18.5 12 22.5 28 TI 32 30 34 32 34 58 35 60 36 71 36.5 83 107 39 40 42 The linear regression would be: y = type your answer... X+ type your answer... and the length would be type your answer... ft. at 115 hours.
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