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d (e6) = 6• e5 dx Choose the correct answer below. d (x^) = nx"-1, dx O A. True. The Power Rule states that d d (e) = e 6x because - (x) = xa* 1. dx D B. False. The derivative is dx d O C. False. The derivative is dx d (e©) = e® because (e*) = e*. dx 6. O D. False. The derivative is dx = 0 because e° is a constant.

d (e6) = 6• e5 dx Choose the correct answer below. d (x^) = nx"-1, dx O A. True. The Power Rule states that d d (e) = e 6x because - (x) = xa* 1. dx D B. False. The derivative is dx d O C. False. The derivative is dx d (e©) = e® because (e*) = e*. dx 6. O D. False. The derivative is dx = 0 because e° is a constant.

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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d dx (e8) = 6. e5 а. Choose the correct answer below. A. True. The Power Rule states that (x") = nx"-1 dx d O B. False. The derivative is dx d -(e®) = e ©x because (x*) =xa*1. dx = X d O C. False. The derivative is dx d e©) = e © because (ex) = e*. dx d O D. False. The derivative is (e®)= dx 6 = 0 because e is a constant.
Transcribed Image Text:d dx (e8) = 6. e5 а. Choose the correct answer below. A. True. The Power Rule states that (x") = nx"-1 dx d O B. False. The derivative is dx d -(e®) = e ©x because (x*) =xa*1. dx = X d O C. False. The derivative is dx d e©) = e © because (ex) = e*. dx d O D. False. The derivative is (e®)= dx 6 = 0 because e is a constant.
X + 4x + 2 b. The Quotient Rule must be used to evaluate dx X Choose the correct answer below. O A. True. The only way to take the derivative of a quotient is the Quotient Rule. 2 X + 4x + 2 d O B. False. The derivative is dx d. d. d (x) + -(4) + X dx dx dx X + 4x +2 d O C. False. The derivative is dx d d (x² + 4x + 2) -(x). dx X dx X +4x + 2 d O D. False. The Product Rule must be used to evaluate dx X
Transcribed Image Text:X + 4x + 2 b. The Quotient Rule must be used to evaluate dx X Choose the correct answer below. O A. True. The only way to take the derivative of a quotient is the Quotient Rule. 2 X + 4x + 2 d O B. False. The derivative is dx d. d. d (x) + -(4) + X dx dx dx X + 4x +2 d O C. False. The derivative is dx d d (x² + 4x + 2) -(x). dx X dx X +4x + 2 d O D. False. The Product Rule must be used to evaluate dx X
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