2x,x x, + x, method and (ii) rules of differential. And also compare the results. Q#4. (a). Find out total differential of the following: y = by (i) partial derivative

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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Part A

2х, х
Q#4. (a). Find out total differential of the following: y =
by (i) partial derivative
,+ x,
method and (ii) rules of differential. And also compare the results.
(b). The supply function of a certain commodity is Q = a + bP? + R2, where a < 0, b > 0,
and R: rainfall. Find the price elasticity of supply ɛop and the rainfall elasticity of supply
Egr:
x%=g(u, v)
x,=h(u, v)
(c). If y = f(x1, x2, u, v), where
(A 'n)6='x/
and 2. Also draw their respective channel maps.
pu
Find total derivative
Transcribed Image Text:2х, х Q#4. (a). Find out total differential of the following: y = by (i) partial derivative ,+ x, method and (ii) rules of differential. And also compare the results. (b). The supply function of a certain commodity is Q = a + bP? + R2, where a < 0, b > 0, and R: rainfall. Find the price elasticity of supply ɛop and the rainfall elasticity of supply Egr: x%=g(u, v) x,=h(u, v) (c). If y = f(x1, x2, u, v), where (A 'n)6='x/ and 2. Also draw their respective channel maps. pu Find total derivative
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