1. Given the data for a strain of bacteria answer the following questions Number of First Successive a. Fill in the first difference for the data in the table (standard 1) Time (days) bacteria difference ratios 960 b. Fill in the successive ratios for the data in the table. 1830 (standard 1) 3. 3620 c. Based on your findings, which model best fits the data? circle your response. (standard 3) Linear or Exponential 6880 13025 6. 24622 48111 d. Explain why your chose that model. (standard 3) e. Using the model that you stated above write the regression equation below include the r. (standard 1) y =
1. Given the data for a strain of bacteria answer the following questions Number of First Successive a. Fill in the first difference for the data in the table (standard 1) Time (days) bacteria difference ratios 960 b. Fill in the successive ratios for the data in the table. 1830 (standard 1) 3. 3620 c. Based on your findings, which model best fits the data? circle your response. (standard 3) Linear or Exponential 6880 13025 6. 24622 48111 d. Explain why your chose that model. (standard 3) e. Using the model that you stated above write the regression equation below include the r. (standard 1) y =
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Transcribed Image Text:1. Given the data for a strain of bacteria answer the following questions
a. Fill in the first difference for the data in the table
Number of
First
Successive
(standard 1)
Time (days)
difference
bacteria
ratios
960
b. Fill in the successive ratios for the data in the table.
(standard 1)
2
1830
3620
c. Based on your findings, which model
best fits the data? circle your response.
(standard 3)
4
6880
13025
6.
24622
Linear or Exponential
48111
d. Explain why your chose that model.
(standard 3)
e. Using the model that you stated above write the regression equation below include the r.
(standard 1)
y=
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