Question: Consider the differential equation d y d x = x 1 1 y 4 ( A ) Re - write the equation in terms of

Consider the differential equation dydx=x11y4
(A) Re-write the equation in terms of differentials:
dy=dx
LHS: RHS:
(B) Now integrate each side of the equation:
+C1=,+C2
LHS: RHS:
(C) Solve the equation for y, given that that y(0)=3.
y=
Consider the differential equation d y d x = x 1

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