Answer:

Explanation:
This can also be solved without using limits
Let

The power rule of derivatives says that if we have a function

then the first derivative given by
or abbreviated as
is given by

We can use this in combination with the substitution rule of calculus
Let u = 4-x
Then we have

(First differential of a constant is 0 and first differential of x is 1)
Substituting for u in the original expression
we get

The substitution rule states

So

Substituting for u in terms of x we get
