ive got a differential equation
y'-y=xy to the power 5,
so have let (ie. .)
Then
Turning this around we get:
So the differential equation becomes:
<-- Multiply both sides by .
and g(x)= exp^(intergral of 4 dx)
so
finally giving y= -x + 1/4 -c/e^{4x}
is this the final answer, and do i need to bring back in the substitution i did earlier?