Find particular solution of

f" (x) = 1 (e^x - e^-x),

f (0) = 1, f' (0) = 0. 2

*Hint: Start by distributing the 1⁄2. Then integrate once to find f', then integrate again to find f. Each time you integrate, find the c.

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12 January, 05:25

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Fernando Fleming · Answer 1

I have no idea ... I'm sorry I thought I knew.

Find particular solution off" (x) = 1 (e^x - e^-x),f (0) = 1, f' (0) = 0. 2*Hint: Start by distributing the 1⁄2. Then integrate once to find f', then integrate again to find f. Each time you integrate, find the c.