Suppose x and y are variable (y is a function of x) that satisfy the equation sin(x+ y) =xy, What is the result for the derivative of y with respect to x? dy cos(x+y)-y A dr x-1 dy cos(x+y)-y B dr x- cos(x+y) dy cos(x+y) -y dr cos(x+y) - x !! dy cos(x+y) -y

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter5: Inverse, Exponential, And Logarithmic Functions
Section5.3: The Natural Exponential Function
Problem 56E
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Question 4
Suppose x and y are variable (y is a function of x) that satisfy the equation sin(x+y) =xy, What is the result for the derivative of y
with respect to x?
cos(x+y) - y
dy
A
dr
x- 1
dy cos(x+y) -y
x- cos(x+y)
dr
dy cos(x+y) – y
dr cos(x+y) -
x
cos (x+y) – y
dy
dx
1-x
DI
Transcribed Image Text:Question 4 Suppose x and y are variable (y is a function of x) that satisfy the equation sin(x+y) =xy, What is the result for the derivative of y with respect to x? cos(x+y) - y dy A dr x- 1 dy cos(x+y) -y x- cos(x+y) dr dy cos(x+y) – y dr cos(x+y) - x cos (x+y) – y dy dx 1-x DI
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