Mathematics: In exercise, find the derivative of the function. y = 24e-1.4t

In exercise, find the derivative of the function.

Ответ:

bekzod37

15.01.2022

Mathematics

$y'=33.6e^{-1.4t}$

Step-by-step explanation:

$y = 24e^{-1.4t}$

take derivative with respect to t

$\frac{dy}{dt} =24 \frac{d(e^{-1.4t})}{dt}$

derivative of e^t is e^t

derivative of -1.4t is -1.4

$\frac{dy}{dt} =24 \frac{d(e^{-1.4t})}{dt}$

Apply chain rule

$\frac{dy}{dt} =24(e^{-1.4t})(-1.4)$

$y'=33.6e^{-1.4t}$

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Ответ:

nourmaali

09.12.2022

Mathematics

searching efficiency (a)

Explanation:

The other word for Lotka-Volterra is predator-prey in which they have a combination of the differential equation which consists of nonlinear and should be the first ordered sequence.

It is used to tell the biological system changes where the two species interacted with each other. The one is the predator and the other one is prey.

Now according to the question the rate at which the predator-prey change is searching efficiency (a) as it shows the changes of predator species with the respect that how quick they determine, attack it and consumed it

If hares moved faster and were thus harder for lynx to capture, which rate in the Lotka-Volterra pre

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In exercise, find the derivative of the function.
y = 24e-1.4t

Ответ:

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