Given

To find the derivative of the give function,we apply below exponent rule first:

So,
Next, we apply the chain rule:
So,
We substitute back u=(5x-6):
Simplify:
Therefore, the answer is:
Mmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmm
Answer:
Y<u>></u>-x-5
Step-by-step explanation:
Answer:
Step-by-step explanation:
(-4,8) & ( -4,2)

= (-4,5)
Sh(2x) = (e^2x + e^-2x)/2
<span>Thus the integral becomes </span>
<span>Int[e^3x*(e^2x + e^-2x)/2] = Int[(e^5x + e^x)/2] </span>
<span>= e^5x/10 + e^x/2 + C
</span>=(1/10)(e^5x) + (1/2)(e^x) + C