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12:23 < Back Pulse 15) Find the derivative of y with respect to x, IMPLICITLY: sin(x + y) + y = x² From 27.5: Derivative of the Logarithm Function 16) Find the derivative: 17) Find the derivative: 18) Find the derivative: y=4 logs (3x) 8 ln x y x y = = ln(ln x) 19) Find the derivative: 1 y = ln (x + √x² - 1) 20) Find the derivative: y = = ln(x tan x) 21) Find the derivative: y = ln(csc x²) 22) Find the derivative of y with respect to x, IMPLICITLY: 3y+ In xy2+x² From 27.6: Derivative of the Exponential Function 23) Find the derivative: y = 46x 59 MATH1275 Calculus 3 MATH1275 Calculus

12:23 < Back Pulse 15) Find the derivative of y with respect to x, IMPLICITLY: sin(x + y) + y = x² From 27.5: Derivative of the Logarithm Function 16) Find the derivative: 17) Find the derivative: 18) Find the derivative: y=4 logs (3x) 8 ln x y x y = = ln(ln x) 19) Find the derivative: 1 y = ln (x + √x² - 1) 20) Find the derivative: y = = ln(x tan x) 21) Find the derivative: y = ln(csc x²) 22) Find the derivative of y with respect to x, IMPLICITLY: 3y+ In xy2+x² From 27.6: Derivative of the Exponential Function 23) Find the derivative: y = 46x 59 MATH1275 Calculus 3 MATH1275 Calculus

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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12:23 < Back Pulse 15) Find the derivative of y with respect to x, IMPLICITLY: sin(x + y) + y = x² From 27.5: Derivative of the Logarithm Function 16) Find the derivative: 17) Find the derivative: 18) Find the derivative: y=4 logs (3x) 8 ln x y x y = = ln(ln x) 19) Find the derivative: 1 y = ln (x + √x² - 1) 20) Find the derivative: y = = ln(x tan x) 21) Find the derivative: y = ln(csc x²) 22) Find the derivative of y with respect to x, IMPLICITLY: 3y+ In xy2+x² From 27.6: Derivative of the Exponential Function 23) Find the derivative: y = 46x 59 MATH1275 Calculus 3 MATH1275 Calculus
Transcribed Image Text:12:23 < Back Pulse 15) Find the derivative of y with respect to x, IMPLICITLY: sin(x + y) + y = x² From 27.5: Derivative of the Logarithm Function 16) Find the derivative: 17) Find the derivative: 18) Find the derivative: y=4 logs (3x) 8 ln x y x y = = ln(ln x) 19) Find the derivative: 1 y = ln (x + √x² - 1) 20) Find the derivative: y = = ln(x tan x) 21) Find the derivative: y = ln(csc x²) 22) Find the derivative of y with respect to x, IMPLICITLY: 3y+ In xy2+x² From 27.6: Derivative of the Exponential Function 23) Find the derivative: y = 46x 59 MATH1275 Calculus 3 MATH1275 Calculus
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