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Find a Polynomial f(x) satisfying the equation x f''(x) + 31 f(x) = 32 x^2.
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f''(x)=31?
wait .. satisfying \[x y''+31y=32x^2 \]
I know you have to do this step: \[31ax^2+(2a+31b)x+31c=32x^2\] but i dont know how to go from there to what F(x)=
\[f(x)=32/31x^2+((2(32/31)/(-31)x))\] is the answer.
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