Find the partial derivative fx for the function f(x,y)=√16x+y³ |f₂(x, y) = O f.(x,y)= f₂(x, y) = 1 2√16x+y³ 8 16x +y³ 16x √16x+y³

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.6: The Inverse Trigonometric Functions
Problem 91E
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r(t)=

Question 22
Find the partial derivative f, for the function f(x, y)=√16x +y³
O
O
fx(x, y) =
O
fx(x, y) =
O
fx(x,y)=
fx(x, y) =
© f,(x.y)=
1
2√/16x+y³
8
√16x+y³
16x
√16x +y³
√√16x+y³
√16x+y³
Question 23
Transcribed Image Text:Question 22 Find the partial derivative f, for the function f(x, y)=√16x +y³ O O fx(x, y) = O fx(x, y) = O fx(x,y)= fx(x, y) = © f,(x.y)= 1 2√/16x+y³ 8 √16x+y³ 16x √16x +y³ √√16x+y³ √16x+y³ Question 23
Question 21
Find the partial derivative
O dz
Əz 14
dx √x
o dz
Jx
Odz
Ox
o dz
Ox
O dz
Əx
= 7y² √x
7y²
~|×
7y²
√x
dz
Əx
for the function z = 14y²√x
Transcribed Image Text:Question 21 Find the partial derivative O dz Əz 14 dx √x o dz Jx Odz Ox o dz Ox O dz Əx = 7y² √x 7y² ~|× 7y² √x dz Əx for the function z = 14y²√x
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