Three disease-carrying organisms decay exponentially in seawater according to the following model: p(t) = Ae-1.5t + Be-0.3t+Ce-0.05t Estimate the initial concentration (at t=0) of each organism (A,B and C) using multiple linear regression given the following measurements (Hint: Linearize the said equation first before proceeding using the transformation at Figure 4.5) t p(t) 6 0.5 1 4.4 2 3.2 3 2.7 4 2 5 1.9 6 1.7 7 1.4 9 1.1

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Three disease-carrying organisms decay exponentially in seawater according to the following model:

Using numerical methods, estimate the initial concentration (at t=0) of each organism (A,B, and C) using multiple linear regression given the following measurements (Hint: Linearize the said equation first before proceeding using the transformation at Figure 4.5)

Three disease-carrying organisms decay exponentially in seawater according to the
following model:
p(t) = Ae-1.5t + Be-0.3t
Estimate the initial concentration (at t=0) of each organism (A,B and C) using multiple
linear regression given the following measurements (Hint: Linearize the said equation
first before proceeding using the transformation at Figure 4.5)
t
p(t)
0.5
6
1
4.4
2
3.2
3
N W
2.7
4
2
+ Ce-0.05t
5
1.9
6
1.7
7
1.4
1.1
Transcribed Image Text:Three disease-carrying organisms decay exponentially in seawater according to the following model: p(t) = Ae-1.5t + Be-0.3t Estimate the initial concentration (at t=0) of each organism (A,B and C) using multiple linear regression given the following measurements (Hint: Linearize the said equation first before proceeding using the transformation at Figure 4.5) t p(t) 0.5 6 1 4.4 2 3.2 3 N W 2.7 4 2 + Ce-0.05t 5 1.9 6 1.7 7 1.4 1.1
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