If x'y²z3 + zx sin y = 5 defines z as a function of x and y, find . O A. 3x2y2z² +x sin y 2xy2z3 + z sin y O B. 2xy2z3 + z sin y 3x2y²z2 + x sin y O C. 3x²y²z² + x sin y 2xy2z3 + z sin y O D. 2xy2z3 +z sin y 3x2y2z2 + x sin y O E. 2xy2z³ +z cos y 3x2v²z² + x cos y

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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If x'y?z3 + zx sin y = 5 defines z as a function of x and y, find
O A. 3x2y2z2 +x sin y
2xy2z3 + z sin y
O B. 2xy2z3 + z sin y
3x2y2z2 +x siny
O C. 3x2v²z² +x sin y
2xv2z3 +z sin y
O D. 2xy2z3 .
+ z sin y
3 x2y2z2 + x sin y
O .
2xvz3 + z cos y
3 x2y2z2 +x cos y
Transcribed Image Text:If x'y?z3 + zx sin y = 5 defines z as a function of x and y, find O A. 3x2y2z2 +x sin y 2xy2z3 + z sin y O B. 2xy2z3 + z sin y 3x2y2z2 +x siny O C. 3x2v²z² +x sin y 2xv2z3 +z sin y O D. 2xy2z3 . + z sin y 3 x2y2z2 + x sin y O . 2xvz3 + z cos y 3 x2y2z2 +x cos y
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