D. If z = In(x – y) + tan(x + y), show that Z = Z y XX

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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Draw
А.
Find the first partial derivatives of the given functions.
x+y
Z =
X-y
2. z = In(x² + y²)
3. z3D Tan-1у
X
4. z = e* sin y + e sin x
x²y?
If z =
az
show that x
az
-= 3z
ду
В.
x+y*
given that z = sin-1²
дудх
С.
Show that
Ôxôy
D.
If z = = z
In(x – y) + tan(x + y), show that z,
= Z.
yy
XX
Transcribed Image Text:of 1 + (D Page view A Read aloud T Add text E Highlight O Erase Draw А. Find the first partial derivatives of the given functions. x+y Z = X-y 2. z = In(x² + y²) 3. z3D Tan-1у X 4. z = e* sin y + e sin x x²y? If z = az show that x az -= 3z ду В. x+y* given that z = sin-1² дудх С. Show that Ôxôy D. If z = = z In(x – y) + tan(x + y), show that z, = Z. yy XX
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