In Exercises 25–36, find the derivative of y with respect to the appro- priate variable. 25. y = sinh Vĩ 26. y = cosh¯|2Vx + 1 28. y = (0² + 20) tanh¯' (0 + 1) 27. y = (1 – 0) tanh¯! 0 29. y = (1 – t)coth¬l Vt 31. y = cos!x – xsech¯'x 30. y = (1 – f)coth¯'t 32. y = In x + V1 – x²sech¯!x 33. y = csch¯ 34. y = csch| 2º 35. y = sinh'(tan x) 36. y = cosh¯1 (sec x), 0 < x < #/2 Integration Formulas

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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In Exercises 25–36, find the derivative of y with respect to the appro-
priate variable.
25. y = sinh Vĩ
26. y = cosh¯|2Vx + 1
28. y = (0² + 20) tanh¯' (0 + 1)
27. y = (1 – 0) tanh¯! 0
29. y = (1 – t)coth¬l Vt
31. y = cos!x – xsech¯'x
30. y = (1 – f)coth¯'t
32. y = In x + V1 – x²sech¯!x
33. y = csch¯
34. y = csch| 2º
35. y = sinh'(tan x)
36. y = cosh¯1 (sec x), 0 < x < #/2
Integration Formulas
Transcribed Image Text:In Exercises 25–36, find the derivative of y with respect to the appro- priate variable. 25. y = sinh Vĩ 26. y = cosh¯|2Vx + 1 28. y = (0² + 20) tanh¯' (0 + 1) 27. y = (1 – 0) tanh¯! 0 29. y = (1 – t)coth¬l Vt 31. y = cos!x – xsech¯'x 30. y = (1 – f)coth¯'t 32. y = In x + V1 – x²sech¯!x 33. y = csch¯ 34. y = csch| 2º 35. y = sinh'(tan x) 36. y = cosh¯1 (sec x), 0 < x < #/2 Integration Formulas
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