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dy A. Find dx 1. y = In V3x²- 9x + 1 2. y = logs(x² + x- 1) 3. y= 2n secx 4. y =xln tanx 5. y = In 6. y = xArc tan x - In Vx² + 1 1+sin x 1- cos x 1+cosx 7. y = In- 1+ sin x+ cos.x 8. y = In( In x) 9. sin y = In(x + y) 10. y = log(x sin x)

dy A. Find dx 1. y = In V3x²- 9x + 1 2. y = logs(x² + x- 1) 3. y= 2n secx 4. y =xln tanx 5. y = In 6. y = xArc tan x - In Vx² + 1 1+sin x 1- cos x 1+cosx 7. y = In- 1+ sin x+ cos.x 8. y = In( In x) 9. sin y = In(x + y) 10. y = log(x sin x)

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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dy A. Find dx 1. y = In V3x²- 9x + 1 2. y = logs(x² + x- 1) 3. у %3D2n secx 4. y = x* In tan?x 5. y = In 6. y = xArc tan x - In Vx2 + 1 1- cos x 1+cos x 1+sin x 7. y = In+sin x+ cosx 8. y = In(In x) 9. sin y = In(x + y) 10. y = log(x sin x) B. Apply logarithmic differentiation given the f: sin x 1. y=x" 2. y = xhx 3. y= (Vx)
Transcribed Image Text:dy A. Find dx 1. y = In V3x²- 9x + 1 2. y = logs(x² + x- 1) 3. у %3D2n secx 4. y = x* In tan?x 5. y = In 6. y = xArc tan x - In Vx2 + 1 1- cos x 1+cos x 1+sin x 7. y = In+sin x+ cosx 8. y = In(In x) 9. sin y = In(x + y) 10. y = log(x sin x) B. Apply logarithmic differentiation given the f: sin x 1. y=x" 2. y = xhx 3. y= (Vx)
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