If -013x2 - 2x -kdx - 0 then k -

The correct option is A 2 ∫_0^1 (3x^2+2x+k)dx =[x^3+x^2+kx]_0^1 =1+1+k=0 k= 2 ...

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Adjoint of a Matrix

If ∫013x2 +...

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If $\int_{0}^{1} (3 x^{2} + 2 x + k) d x = 0$ then $k =$ _____

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