Direction: Find the derivative of the function. g(x) = (3 – z*) (x* – z + 1) Select one: O g'(r) = -bx + 12z² – 2x – 3 O g'(r) = -5æ* – 12:r² + 2x – 3 O g'(r) = 5x + 127² – 2r +3 O g'(æ) = 5z + 12 + 2x – 3 Direction: Find the derivative of the function. (r + 1)(x + 2) (x – 1)(x – 2) Select one: -6 (r² – 2) (I – 1)2(x – 2)² 6 (x² – 2) (x – 1) (x – 2)2 -6 (x² – 1) (x – 1)2(x – 2)2 6 (x² – 1) (r – 1)2(x – 2)²
Direction: Find the derivative of the function. g(x) = (3 – z*) (x* – z + 1) Select one: O g'(r) = -bx + 12z² – 2x – 3 O g'(r) = -5æ* – 12:r² + 2x – 3 O g'(r) = 5x + 127² – 2r +3 O g'(æ) = 5z + 12 + 2x – 3 Direction: Find the derivative of the function. (r + 1)(x + 2) (x – 1)(x – 2) Select one: -6 (r² – 2) (I – 1)2(x – 2)² 6 (x² – 2) (x – 1) (x – 2)2 -6 (x² – 1) (x – 1)2(x – 2)2 6 (x² – 1) (r – 1)2(x – 2)²
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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Question
PLEASE HELP ME ANSWER WITH SOLUTIONS PLEASE
![Direction: Find the derivative of the function.
g(z) = (3 – 2') (z² – z + 1)
%3D
Select one:
O g'(z) = -5z“ + 12x² – 2r – 3
O g'(I) = -5z*
127? + 2x – 3
O g'(z) = 5x4 + 1272 – 2x +3
O g'(z) = 5z + 12z + 2z – 3
Direction: Find the derivative of the function.
(z + 1)(z + 2)
(포- 1)(포 - 2)
Select one:
-6 (z² – 2)
(포-1)2(포- 2)2
6 (포2 - 2)
(1 – 1) (r – 2)2
-6 (z² – 1)
(포-1)2(x - 2)2
6 (z² – 1)
(포-1)2(z - 2)2
V = v =](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fd7d38def-e2df-4dce-a892-51d81fe9e00f%2F6716b0dd-d104-4c92-966c-8871b14c2930%2F45n38ia_processed.png&w=3840&q=75)
Transcribed Image Text:Direction: Find the derivative of the function.
g(z) = (3 – 2') (z² – z + 1)
%3D
Select one:
O g'(z) = -5z“ + 12x² – 2r – 3
O g'(I) = -5z*
127? + 2x – 3
O g'(z) = 5x4 + 1272 – 2x +3
O g'(z) = 5z + 12z + 2z – 3
Direction: Find the derivative of the function.
(z + 1)(z + 2)
(포- 1)(포 - 2)
Select one:
-6 (z² – 2)
(포-1)2(포- 2)2
6 (포2 - 2)
(1 – 1) (r – 2)2
-6 (z² – 1)
(포-1)2(x - 2)2
6 (z² – 1)
(포-1)2(z - 2)2
V = v =
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