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14 18 14) In Problems 12 through W, given f(x) and g(x ) are differentiable and continuous everywhere with the following values. 14) 2 7. f(x) = g(x) =1 f'(x) = 1 g'(x) = | Find [3 f(x) – 4 g(x)]'lx=2= 1 -3 | 3/2 I I 1/12 I | 2/3 I - 5 1 - 21 - 1 3 4 A) 13 B) 9 C) - 19 D) - 37 15) Use Product Rule to find [f(x) g(x) ]' Ix=0=– 15) A) 13 B) - 7 C) - 7/25 D) 13/25 16) Use Quotient Rule to find [ f(x)/ g(x)]' lx= 2=_ A) - 4 16) B) 5/49 C) 9/5 D) - 5/9

14 18 14) In Problems 12 through W, given f(x) and g(x ) are differentiable and continuous everywhere with the following values. 14) 2 7. f(x) = g(x) =1 f'(x) = 1 g'(x) = | Find [3 f(x) – 4 g(x)]'lx=2= 1 -3 | 3/2 I I 1/12 I | 2/3 I - 5 1 - 21 - 1 3 4 A) 13 B) 9 C) - 19 D) - 37 15) Use Product Rule to find [f(x) g(x) ]' Ix=0=– 15) A) 13 B) - 7 C) - 7/25 D) 13/25 16) Use Quotient Rule to find [ f(x)/ g(x)]' lx= 2=_ A) - 4 16) B) 5/49 C) 9/5 D) - 5/9

Calculus: Early Transcendentals
Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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14 18 14) In Problems 12 through W, given f(x) and g(x ) are differentiable and continuous everywhere with the following values. 14) f(x) = -3 g(x) = - 5 1 3/2 I I 1/12 I | 2/3 1 f'(x) = | - 21 - 1 g'(x) = | 3 1 4 Find [3 f(x) – 4 g(x)] ' Ix = 2= A) 13 B) 9 C) - 19 D) - 37 15) Use Product Rule to find [f(x) g(x) ]' Ix=0=_ 15) A) 13 B) - 7 C) - 7/25 D) 13/25 16) Use Quotient Rule to find [ f(x)/ g(x)]' Ix=2= 16) A) – 4 B) 5/49 C) 9/5 D) - 5/9 17) Use Power Rule to find [ f(x) 100] ' 1x= 0=_ 17) А) -300 В) - 200 С) -100 D) - 50 18) Use Chain Rule to find [f( g(x))]' Ix=2=_ 18) A) 3/4 B) 2/3 C) 1/2 D) 1/3
Transcribed Image Text:14 18 14) In Problems 12 through W, given f(x) and g(x ) are differentiable and continuous everywhere with the following values. 14) f(x) = -3 g(x) = - 5 1 3/2 I I 1/12 I | 2/3 1 f'(x) = | - 21 - 1 g'(x) = | 3 1 4 Find [3 f(x) – 4 g(x)] ' Ix = 2= A) 13 B) 9 C) - 19 D) - 37 15) Use Product Rule to find [f(x) g(x) ]' Ix=0=_ 15) A) 13 B) - 7 C) - 7/25 D) 13/25 16) Use Quotient Rule to find [ f(x)/ g(x)]' Ix=2= 16) A) – 4 B) 5/49 C) 9/5 D) - 5/9 17) Use Power Rule to find [ f(x) 100] ' 1x= 0=_ 17) А) -300 В) - 200 С) -100 D) - 50 18) Use Chain Rule to find [f( g(x))]' Ix=2=_ 18) A) 3/4 B) 2/3 C) 1/2 D) 1/3
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