let-gx-be-a-differentiable-function-what-is-int-2gxgx-dx

Question

Let g(x) g(x)  be a differentiable function. What is ∫2g(x)g′(x)dx\$$int2g(x)g^{\prime}(x)dx$$?

Accepted Answer

$$g2(x)+Cg^2$$\left(x\right)+C

Answer

$$2g2(x)+C2g^2$$\left(x\right)+C

Answer

12g2(x)+C\$$frac12g^2$$\left(x\right)+C

Answer

14g(x)+C\frac14g\left(x\right)+C

Let g(x) g(x) be a differentiable function. What is ∫2g(x)g′(x)dx\(\int\)2g(x)g^{\(\prime\)}(x)dx?