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Let z = f(u, v) where и — x?y, v = =, and f is twice differentiable with fu(4, 2) = 4, f.(4, 2) = -5, fuu(4, 2) = -1, fuv(4, 2) = fru(4, 2) = 3 and før(4, 2) = 2. %3D %3D Find |(x,y)=(2,1)- dxðy

Let z = f(u, v) where и — x?y, v = =, and f is twice differentiable with fu(4, 2) = 4, f.(4, 2) = -5, fuu(4, 2) = -1, fuv(4, 2) = fru(4, 2) = 3 and før(4, 2) = 2. %3D %3D Find |(x,y)=(2,1)- dxðy

Advanced Engineering Mathematics
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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Let z = f (u, v) where u = x²y, v = ", and f is twice differentiable with - fu(4, 2) = 4, fv(4, 2) = –5, fuu(4, 2) = –1, fuv(4, 2) = fvu(4, 2) = 3 and fov (4, 2) = 2. Find |(2,4)=(2,1)· dxðy
Transcribed Image Text:Let z = f (u, v) where u = x²y, v = ", and f is twice differentiable with - fu(4, 2) = 4, fv(4, 2) = –5, fuu(4, 2) = –1, fuv(4, 2) = fvu(4, 2) = 3 and fov (4, 2) = 2. Find |(2,4)=(2,1)· dxðy
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