Question
Asked Mar 21, 2019
24 views
olve The differential
equation
at ut+ut
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olve The differential equation at ut+ut

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Expert Answer

Step 1

First order differential equation:

A differential equation establishes a relation between function and its derivative. An ordinary differential equation of first order and first degree can be written as,

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Step 2

Solve the differential equation (du/dt) = (7 + t4)/(ut2+u4t2):

The given differential equation is (du/dt) = (7 + t4)/(ut2+u4t2).

The differential equation is solved as given below:

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Step 3

Further calculation:

The solution for the differential equation (du/dt) = (7 + t4)/(ut2+u4t2) is obtained as 5u2 + 2u5 = (–70/t) + (10t3)/3 + c from t...

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Tagged in

Math

Calculus