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Q48Section II (Mathematics)48 of 145

Power series: 2C2=−C02C_2=-C_0 from y"=−exyy"=-e^xy at x=0x=0

The differential equation y"+exy=0y"+e^xy=0 has a solution of the form ϕ(x)=∑k=0∞Ckxk\phi(x)=\sum_{k=0}^\infty C_kx^k which satisfies ϕ(0)=1\phi(0)=1, ϕ′(0)=0\phi'(0)=0. Then:

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