Let for some function y = f(x), So tf(t) dt = x2f(x), x 0 and f(2) = 3. Thenf(6) is equal to

Let for some function y = f(x), So tf(t) dt = x2f(x), x 0 and f(2) = 3. Thenf(6) is equal to

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If `f:R-{-1}toR and f` is differentiable function satisfies: `f((x)+f(y)+xf(y))=y+f(x)+yf(x)
If `f:R-{-1}toR and f` is differentiable function satisfies: `f((x)+f(y)+xf(y))=y+f(x)+yf(x)
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If `f:R-{-1}toR and f` is differentiable function satisfies: `f((x)+f(y)+xf(y))=y+f(x)+yf(x)

If `f:R-{-1}toR and f` is differentiable function satisfies: `f((x)+f(y)+xf(y))=y+f(x)+yf(x)