Solve the following diffrential equation
Inactive Tutor
answered 02/15/22
1xy'-3y=8-ln(x)
Solution
Let's make y the subject of the following
1xy' is the same as xy
Take out y(x-3)=8-ln(x)
Divide both sides by y
We have y=8-ln(X)/x-3
Using quotient rule
Let u=8-ln(x)and v= x-3
du/dx= -3/x
And dv/dx= 1
Combining
dy/dx= -3x+9-8-3ln(x)
= -3x-1-3lnx
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