Asked by Arie

find the particular solution of the differential equation that satisfies the conditions:
f''(x)=sin(x)+e^(2x) f(0)=1/4, f'(0)=1/2

Answers

Answered by Steve
y" = sin(x)+e^(2x)

this should be no trouble. Just integrate twice and use the initial conditions to find the two constants.
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