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16) Find [2 f(x) - 3g(x) ]' = at x = 1 A) - 9 B) 11 C) - 1 D) 7 17) Find [g(x)f (x) ]'=_ at x = 3 A) 17 B) -3 C) 7 D) -17 18) Find [ f (x) / g(x)]'=, at x = 1 A) 13/25 B) 17/7 C) 15/4 D) 11/9 19) Find [ g(x)3 ]' =, at x = 1 A) 63 B) - 75 C) 75 D) -147 20) Let y= R(x) = g(x)f (x). Find an Equation of the Tangent Line y = m x + b = y = R(x) at x = 3. [Hint: Find y = R(3), Then use "Point-Slope Form" to find the Equation of Line] to the curve of A) y = -3x + 58 B) y = 7x - 4 C) y = 3x - 17 D) y = -17x + 58

16) Find [2 f(x) - 3g(x) ]' = at x = 1 A) - 9 B) 11 C) - 1 D) 7 17) Find [g(x)f (x) ]'=_ at x = 3 A) 17 B) -3 C) 7 D) -17 18) Find [ f (x) / g(x)]'=, at x = 1 A) 13/25 B) 17/7 C) 15/4 D) 11/9 19) Find [ g(x)3 ]' =, at x = 1 A) 63 B) - 75 C) 75 D) -147 20) Let y= R(x) = g(x)f (x). Find an Equation of the Tangent Line y = m x + b = y = R(x) at x = 3. [Hint: Find y = R(3), Then use "Point-Slope Form" to find the Equation of Line] to the curve of A) y = -3x + 58 B) y = 7x - 4 C) y = 3x - 17 D) y = -17x + 58

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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16) Find [2 f(x) – 3g(x) ]' = at x = 1 A) – 9 В) 11 C) - 1 D) 7 17) Find [g(x)f (x) ]'=_ at x = 3 A) 17 В) -3 C) 7 D) -17 18) Find [ f (x) / g(x)]' = at x = 1 A) 13/25 B) 17/7 C) 15/4 D) 11/9 19) Find [ g(x)3 ]' =, at x = 1 A) 63 B) - 75 C) 75 D) -147 20) Let y= R(x) = g(x)f (x). Find an Equation of the Tangent Line y = m x + b =, y = R(x) at x = 3. [Hint: Find y = R(3), Then use "Point-Slope Form" to find the Equation of Line] to the curve of A) y = -3x + 58 B) y = 7x - 4 C) y = 3x - 17 D) y = -17x + 58
Transcribed Image Text:16) Find [2 f(x) – 3g(x) ]' = at x = 1 A) – 9 В) 11 C) - 1 D) 7 17) Find [g(x)f (x) ]'=_ at x = 3 A) 17 В) -3 C) 7 D) -17 18) Find [ f (x) / g(x)]' = at x = 1 A) 13/25 B) 17/7 C) 15/4 D) 11/9 19) Find [ g(x)3 ]' =, at x = 1 A) 63 B) - 75 C) 75 D) -147 20) Let y= R(x) = g(x)f (x). Find an Equation of the Tangent Line y = m x + b =, y = R(x) at x = 3. [Hint: Find y = R(3), Then use "Point-Slope Form" to find the Equation of Line] to the curve of A) y = -3x + 58 B) y = 7x - 4 C) y = 3x - 17 D) y = -17x + 58
13) In Problems 13 through 20 given f(x) and g(x) are Continuous and Differentiable EVERYWHERE with X = f(x) 8 (x) f' (x) g' (x) 1 3 5 2 1 7 1 -3 -2 D 16x3 rerty) 3.
Transcribed Image Text:13) In Problems 13 through 20 given f(x) and g(x) are Continuous and Differentiable EVERYWHERE with X = f(x) 8 (x) f' (x) g' (x) 1 3 5 2 1 7 1 -3 -2 D 16x3 rerty) 3.
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