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az and ax az 6x3 3. Calculate the partial derivatives for the function z = - x3+3y3 み= (3x)-ズ+(18)15x-15g + ウ4がg?. 54x ду 15g+34だ 54で しょ:9ザ-ズ+.0, 54だ5 %3D 3.2 x2 %3D 4. Find the linear approximation for f(x,y) = at the point P(2,-5). Use this to y estimate f(2.05, -4.97).

az and ax az 6x3 3. Calculate the partial derivatives for the function z = - x3+3y3 み= (3x)-ズ+(18)15x-15g + ウ4がg?. 54x ду 15g+34だ 54で しょ:9ザ-ズ+.0, 54だ5 %3D 3.2 x2 %3D 4. Find the linear approximation for f(x,y) = at the point P(2,-5). Use this to y estimate f(2.05, -4.97).

Calculus: Early Transcendentals
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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Can someone tell me if I did the correctly please? Thanks!
fig'-g.f' az az and əx 6x3 3. Calculate the partial derivatives for the function z = ду x3+3y3' 2.3 18x - 18x +ら4メu? ャう) 2. 54X 4. Find the linear approximation for f(x,y) = - x2 %3D at the point P(2, –5). Use this to estimate f(2.05, –4.97).
Transcribed Image Text:fig'-g.f' az az and əx 6x3 3. Calculate the partial derivatives for the function z = ду x3+3y3' 2.3 18x - 18x +ら4メu? ャう) 2. 54X 4. Find the linear approximation for f(x,y) = - x2 %3D at the point P(2, –5). Use this to estimate f(2.05, –4.97).
Expert Solution
Step 1

We know that;

The Quotient rule:

fg'=f'·g-f·g'g2

 

3).

Given:

z=6x3x3+3y3

steps

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