Question: derivative CHALLENGE ACTIVITY 3.5.13: Chain rule (square roots). Start Find the derivative of f (x). f(a) = V623 + 8x -7 # f' (z) =
derivative







CHALLENGE ACTIVITY 3.5.13: Chain rule (square roots). Start Find the derivative of f (x). f(a) = V623 + 8x -7 # f' (z) = # EC + # V623 +8x - 7 1 Check Try again Feedback?CHALLENGE ACTIVITY 3.5.12: Chain rule (polynomials, 2 of 2}. E Find the missing values in the derivative. 1 \"PM mm) = max? +3)" k = # a=# b: # @- Feedback? CHALLENGE ACTIVITY 3.5.9: Derivative of a quotient (linear). Jump to level 1 Find the derivative of f (x). f(x) = -4x + 3 9x - 7 f@= # # -# 1 Check Next Feedback?Start Given f(x) below, answer the following. f(x) = 423 - 6x2 + 10 What is the slope of the tangent line at x = 3? # What is the equation of the tangent line at * = 3? y = # x +# Check Try againFind the derivative of m). m) = 62:3 e\" fiend-w +_w J [higher power of 3} {lower power of m) Feedback? CHALLENGE ACTIVITY 3.5.12: Chain rule (polynomials, 2 of 2). Start Find the missing values in the derivative. f(x) = 1 (4ac 2 + 8) 2 f' (x) = ka(4x2 + 8) k = a = b = 1 Check Try again Feedback?CHALLENGE ACTIVITY 3.5.10: Derivative of a quotient (quadratic). Start Find the derivative of f (x). f (x) = 5x2 + 5x + 2 3x + 1 # # f' (2) = # # T2 + # c # 1 Check Try again Feedback
Step by Step Solution
There are 3 Steps involved in it
Get step-by-step solutions from verified subject matter experts
