A popular fall activity is picking apples, but did you know that the growth of an apple tree can actually be modelled by using a logarithmic curve When I follow I the equation would be the best fit for my data y=7+29.6logx . Reflect upon the accuracy of your function. Are there any other transformations you could have applied to your logarithmic function to improve its fit? No Regression , no Artificial int solution I already found the equation, and with desmos equation is y= 6.97206+28.8234logx I just need an explanation for the reflection without using data management knowledge just MHF4U Advanced functions logarithm knowledge
A popular fall activity is picking apples, but did you know that the growth of an apple tree can actually be modelled by using a logarithmic curve When I follow I the equation would be the best fit for my data y=7+29.6logx . Reflect upon the accuracy of your function. Are there any other transformations you could have applied to your logarithmic function to improve its fit? No Regression , no Artificial int solution I already found the equation, and with desmos equation is y= 6.97206+28.8234logx I just need an explanation for the reflection without using data management knowledge just MHF4U Advanced functions logarithm knowledge
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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A popular fall activity is picking apples, but did you know that the growth of an apple tree can actually be modelled by using a logarithmic curve
When I follow I the equation would be the best fit for my data y=7+29.6logx . Reflect upon the accuracy of your function. Are there any other transformations you could have applied to your logarithmic function to improve its fit?
No Regression , no Artificial int solution
I already found the equation, and with desmos
equation is y= 6.97206+28.8234logx
I just need an explanation for the reflection without using data management knowledge just MHF4U Advanced
I posted twice and answers are not correct. Please help
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