Learn Differentiate The Function V X 13 X2

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# Differentiate the function. v = x + 13 x^{2}

We will use the concept of differentiation in order to find the value of derivatives.

## Answer: On differentiating the function v = x + 13 x^{2}, we get dv / dx = 1 + 26x

Let us see how we will use the concept of differentiation in order to find the value of derivatives.

**Explanation: **

For the given function that is v = x + 13 x^{2}

Differentiating both sides with respect to x we get,

dv / dx = 1 + 2(13)x

dv / dx = 1 + 26x

### Hence, for the given function v = x + 13 x^{2} , dv / dx = 1 + 26x.

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