Higher Partial Derivative z=2x²-3xy +4y²; d²z 1. oxoy² 3. z+x³ − ln(y³ +x³)= 0; - a²z axoy 0³ z ex²dy 2. 4. U= z = x cosy-ycos.x;- x³ d'u yz' êx³0x² oy

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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Higher Partial Derivative

Higher Partial Derivative
0² z
z=2x²-3xy+4y²;-
1.
oxdy²
3. z+x³ −ln(y³ + x³ )= 0;-
a²z
exdy
0³z
ox² dy
2. z=xcosy-ycosx;
x³y²
x ³
r³
d'u
U =
z²
yz' Ox³0x² oy
4.
Transcribed Image Text:Higher Partial Derivative 0² z z=2x²-3xy+4y²;- 1. oxdy² 3. z+x³ −ln(y³ + x³ )= 0;- a²z exdy 0³z ox² dy 2. z=xcosy-ycosx; x³y² x ³ r³ d'u U = z² yz' Ox³0x² oy 4.
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find the higher partial derivative of the following

u
d'u
3
cz³ Ox² Oy
2
x³y² X
.3
+
2
Z
yz
Transcribed Image Text:u d'u 3 cz³ Ox² Oy 2 x³y² X .3 + 2 Z yz
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