first partial derivatives off.

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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please solve the following question

find the first partial derivatives of S-
SG. s) =
+ s²
Sx.) =
xe + Y sin x
SG. v)
+ v)/(r
S(x, y) =
x cos (x/y)
So, s, =
r'e2* c os t
S(x. y, =)
= (y + 2)*
sx. y. z)
xe
ve* +
ze
S(q. v. w) =
sin- 1
gu + sin
Transcribed Image Text:find the first partial derivatives of S- SG. s) = + s² Sx.) = xe + Y sin x SG. v) + v)/(r S(x, y) = x cos (x/y) So, s, = r'e2* c os t S(x. y, =) = (y + 2)* sx. y. z) xe ve* + ze S(q. v. w) = sin- 1 gu + sin
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