Problem-2: The data below represents the bacterial growth in a liquid culture over a number of days: Day 0 Amount 67 (x 106) 4 84 8 98 12 125 16 149 Find a best-fit equation to the data trend. Try several possibilities: (a) linear (1st order), (b) parabolic (2nd order) 20 185

Computer Networking: A Top-Down Approach (7th Edition)
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ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
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Solve using MATLAB give the picture of the code and the output and graphs

Problem-2: The data below represents the bacterial growth in a liquid culture
over a number of days:
Day
0
Amount 67
(x 106)
4
84
8
98
12
125
16
149
20
185
Find a best-fit equation to the data trend. Try several possibilities:
(a) linear (1st order),
(b) parabolic (2nd order),
(c) predict the amount of bacteria after 40 days for both of the fitted equations.
Transcribed Image Text:Problem-2: The data below represents the bacterial growth in a liquid culture over a number of days: Day 0 Amount 67 (x 106) 4 84 8 98 12 125 16 149 20 185 Find a best-fit equation to the data trend. Try several possibilities: (a) linear (1st order), (b) parabolic (2nd order), (c) predict the amount of bacteria after 40 days for both of the fitted equations.
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Step 1

Answer:

We have done code in the MATLAB and also attached the code as well as output. so we will see more details in the with the code 

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