Find the derivative of the function. h(x) = (x?- 1)
Find the directional derivative of the function at the given point in the direction of the vector v. f(x, y, z) = xyz, (4,2, 8), v = (-1, -2, 2) Duf(4, 2, 8) = -4 X
Find the indicated derivative for each function. h'(x) for hx)-6x68x h"(x)
please do #7
the derivative of the function y - tan-(x-v1+x? ). Problem 5. Find the derivative of the function y = sin(2x+1). Problem 6. Find the derivative of the function h(x) = sinh(x?). Problem 7. Find the limits. Use L'Hospital's Rule where appropriate. I (a) lim x’e-* (b) lim (sin x In x) x0+
The limit lim h 10 /36 + h – 6 h represents the derivative of some function f(x) at some number a. Find f and a. f(x) = a =
QUESTION 4 Find the derivative of the function. OOOO QUESTION 5 Find the derivative. OOO y = 4x2 + 7x + 3e * 8x + 3e* 8x + 7 + ex 8x + 7 + 3e* 4x + 3e* + + QUESTION 6 Find the derivative. y = 14 - 7x2 14 - 14x 0-14 14 - 7x O-144
Let h be a function is such that h(0) = 3 and that the nth derivative of his h(n) (u) = cos(7) > h(x) Find the fourth degree MacLaurin Polynomial of h
f(x +h)-f(x) 2. Calculate the derivative of the function using Then find the value of the derivative as specified. f'(x) = lim ho 8 f(x) = *+27 (0)
Find the derivative of the following function:y = (x+4)^5 (x-3)^6
Using the definition, calculate the derivative of the function. Then find the values of the derivative as specified. f(x) = 3 + x2: f'(- 9), F 'O), f (9) Using the definition, calculate the derivative of the function. Then find the values of the derivative as specified. 4 96) = 3. g'(-2), g'(4), g(6) o't)= dx if y = 7x3 dy || s={3 - 4+, t= -6 s'(t)= 0 ne indig y=f(x)= 3 + 14-x, (x,y)= (0,5) The derivative of...