Question

If y =5x+3 Find dy/dx​

Answer 1

Answer:

dy/dx = 5

Explanation:

Refer to the attached photo.

Answer 2

Answer:

$\frac{d_{y} }{d_{x} }=5$

Explanation:

TO FIND:

    $y =5x+3$,Then $\frac{d_{y} }{d_{x} }=?$

Given:

          $y =5x+3$

   The derivative of y with respect to x

               $\frac{d_{y} }{d_{x} }=\frac{d_{} (5x)}{d_{x} }+\frac{d_{} (3)}{d_{x} }$

                $\frac{d_{y} }{d_{x} }=5+\frac{d_{} (3)}{d_{x} }$

       

Since 3 is constant with respect to x, the derivative of 3 with respect to x is 0.

                  $\frac{d_{y} }{d_{x} }=5+0$

                   $\frac{d_{y} }{d_{x} }=5$

    $y =5x+3$ then $\frac{d_{y} }{d_{x} }=5$

The project code is #SPJ3