Compute y' for y=√(3x++ e - 3x) 8 A (В B D Say 3 24 y = ²4 (4x³ - e-³x) (3x + + e-³x) ³ 5 3 8 y`==²(6x²-e →³) ³ (2x³+ex) 8 = = ² ( 6x² + ²x) (2x²³ + e-x) ³ 5 None of the other answers 17

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=√(3x++ e−³x) 8
A
B
C
D
Jay 3
24
- (4x³-e-³x) (3x4+e-³x) 5
5
3
8
y²=-² (6x²-e →) ³ (2x³ + ex)
8
y = -²(6x² + e*) (2x³ + e*) ³
5
None of the other answers
17
Transcribed Image Text:Compute y' for y=√(3x++ e−³x) 8 A B C D Jay 3 24 - (4x³-e-³x) (3x4+e-³x) 5 5 3 8 y²=-² (6x²-e →) ³ (2x³ + ex) 8 y = -²(6x² + e*) (2x³ + e*) ³ 5 None of the other answers 17
Co
Compute y' for y=-
A y'=
B y'=
D
-5
Ỹ (cosx tex) 4
4 (ex - sinx)
Ỳ (cosx te*)
5
Ⓒy'=-
C
x 9
4(e*+sinx) 18
(cosx +e*)?
-4 (e* - sinx)
51
(cosx +e*)?
None of the other choices
Transcribed Image Text:Co Compute y' for y=- A y'= B y'= D -5 Ỹ (cosx tex) 4 4 (ex - sinx) Ỳ (cosx te*) 5 Ⓒy'=- C x 9 4(e*+sinx) 18 (cosx +e*)? -4 (e* - sinx) 51 (cosx +e*)? None of the other choices
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