<br>I start my answer with explanation of the chain rule that you will need to solve these problems and I give two examples. Then There is the solution to these functions and on the last ...

... Assignment Problem 1 Given = +2 +3 a) Find the difference quotient +ℎ − ℎ b) Use the definitional formula ... c) Find the value of the derivative at x = 3 ...

... Differentiating, we get This implies the function has positive derivative for all real values of x except -3 ... The expert finds the derivatives in these cases ...

... The solution gives detailed steps on solving multiple questions on the application of derivatives. ... (Apply the quotient rule carefully to find derivative.). ...

Integrals and Derivatives. 15. ... the coefficient of a new exponential value is the way to make an exact equation and thus can find anti- derivative on both ...

... and using the derivative (chain rule) to find the rate ... b) Interpret the derivative in terms of this problem. ... the Chain Rule to determine the derivatives of the ...

... infinitely often differentiable, and any derivative of g ... Taylor's formula involves derivatives of the function at ... can use Taylor's theorem to find a convergent ...