1.

Let f be a differentiable function satisfying ∫x0(x+1−y)f(y)dy=3x2−2x46∀x≥0. Then the value of ∫1202√f′(x)+f(x)+3dx is equal to

Answer»

Let f be a differentiable function satisfying x0(x+1y)f(y)dy=3x22x46x0.
Then the value of 1202f(x)+f(x)+3dx is equal to



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