Suppose you want to use implicit differentiation to find dy and that: dr sin(a + y) = cos(xy) Which of the following is the result after differentiating both sides with respect to x ? dy O cos(a + y) az sin(ry) (1+2) O cos(x + y) sin(xy) dr O cos (1+)-- sin (y + z) COS fip O cos (z + ) in (1 + # dy fip dr O cos(1 + y) dy sin(r + y) %3D dr O cos(z + y) (1+ ) =- sin(zy) (y + ) %3D

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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Question 3
Suppose you want to use implicit differentiation to find
dy
and that:
dr
sin(x + y) = cos(xy)
Which of the following is the result after differentiating both sides with respect to x ?
O cos(r + y) dz
sim(zy) (1+ 분)
fip
dz
dy
O cos(x + y)
sin(xy)
O cos(1+ )
sin (y+z는)
O cos (z
+2)
dy
dy
sin
(1+
O cos(1+ y)de
dy
sin(r + y) z
O cos(z + y) (1+ )=- sin(zy) (y + x)
Question 4
Transcribed Image Text:Question 3 Suppose you want to use implicit differentiation to find dy and that: dr sin(x + y) = cos(xy) Which of the following is the result after differentiating both sides with respect to x ? O cos(r + y) dz sim(zy) (1+ 분) fip dz dy O cos(x + y) sin(xy) O cos(1+ ) sin (y+z는) O cos (z +2) dy dy sin (1+ O cos(1+ y)de dy sin(r + y) z O cos(z + y) (1+ )=- sin(zy) (y + x) Question 4
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