Question

In Exercise, find the derivative of the function.
y = 7ex+2 + 2x

Answer 1

Answer of the question will be
`7e^x+2`

Explanation:

We have given function
`y=7e^x+2+2x`

We have to find the derivative of the function, that is
`(dy)/(dx)`

So
`(dy)/(dx)=7(d)/(dx)e^x+(d)/(dx)2+2(d)/(dx)x=7e^x+0+2=7e^x+2`

So derivative of the function will be
`7e^x+2`

So answer of the question will be
`7e^x+2`