On the circle x² + y² = r², find y". r2 A. y" C. y" = y - x3 E. None of these -x² - y2 В. у" D. y" : y2 Given ( x + y)? – (x- y)? = x* + y*, find dy/dx using implicit differentiation. x – y³ A. dx dy y- x3 x - y3 dy c. dx E. None of these y - x3 В. dx y – x³ dy x + y3 D. dx x - y x- ya Consider the equation sin x = e", find dy/dx. dy dy cosx A. dx C. dx E. None of these sin x dy В. = sec x dx = cot x D. dx
On the circle x² + y² = r², find y". r2 A. y" C. y" = y - x3 E. None of these -x² - y2 В. у" D. y" : y2 Given ( x + y)? – (x- y)? = x* + y*, find dy/dx using implicit differentiation. x – y³ A. dx dy y- x3 x - y3 dy c. dx E. None of these y - x3 В. dx y – x³ dy x + y3 D. dx x - y x- ya Consider the equation sin x = e", find dy/dx. dy dy cosx A. dx C. dx E. None of these sin x dy В. = sec x dx = cot x D. dx
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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