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Compute y' for y=(x³ + Int+4e*) 12 Ⓒy²= 12(3x² + — + 40²) (¹²0 A y'=12 + +4e*(x³+ Inx+4e*) 11 B y= 12( 3x² + + 4) (x² + x + 40²) 12 Inx 4e*) Ⓒ-(3²+ = +4²) C y'= x D (x³ + Inx + 4e*) 11 y = 12(3x²+ + ²)(x² + Imx + 46" ) !! 4e 15

Compute y' for y=(x³ + Int+4e*) 12 Ⓒy²= 12(3x² + — + 40²) (¹²0 A y'=12 + +4e*(x³+ Inx+4e*) 11 B y= 12( 3x² + + 4) (x² + x + 40²) 12 Inx 4e*) Ⓒ-(3²+ = +4²) C y'= x D (x³ + Inx + 4e*) 11 y = 12(3x²+ + ²)(x² + Imx + 46" ) !! 4e 15

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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Compute y' for y=(x+ Inx+4e² 12 (В 1 y=12(3x² + + +4*) (*¹³+ x +40²) 11 +4e² X y = 12(3x² + — + 4c") (x³ + 1x² + 4e *) 12 4€ X y = (3x²+ = + 4e²) (x²+ Inx + 4e²) ¹1 11 y'= 1 y'=12 (3x² + + ²)(x² + Inx + 40²) !! 15
Transcribed Image Text:Compute y' for y=(x+ Inx+4e² 12 (В 1 y=12(3x² + + +4*) (*¹³+ x +40²) 11 +4e² X y = 12(3x² + — + 4c") (x³ + 1x² + 4e *) 12 4€ X y = (3x²+ = + 4e²) (x²+ Inx + 4e²) ¹1 11 y'= 1 y'=12 (3x² + + ²)(x² + Inx + 40²) !! 15
Compute y' for y=tan(x³ + √x-e−²+1) (A 1 3²-=(3+³²+ 2√ √5 + 2²0-²9 ²¹(x²+ √x - 0²³² + 1) y +2e 2√√x 1 B x² = (2x³²+ 2√/ 2 + 20-21 cxc²(x² + √(x −e ²³ + 1) y'= +2e Ⓒy'=sec²(x³+√x-e-²+1) D None of the other answers 16
Transcribed Image Text:Compute y' for y=tan(x³ + √x-e−²+1) (A 1 3²-=(3+³²+ 2√ √5 + 2²0-²9 ²¹(x²+ √x - 0²³² + 1) y +2e 2√√x 1 B x² = (2x³²+ 2√/ 2 + 20-21 cxc²(x² + √(x −e ²³ + 1) y'= +2e Ⓒy'=sec²(x³+√x-e-²+1) D None of the other answers 16
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