EnteredAnswer PreviewResultd*r-4*pdr – 4pincorrectThe answer above is NỘT correct.у%3D У(и, ), with x(2, 4) — 3 andх%3D х(и, v),y(2, 4) = 3, calculate z,, (2, 4) in terms of some of the values given in the table below.Given z = f(x, y),fx (2, 4) = d f,(2, 4) = -4 x„(2, 4) = a y,(2, 4) = sfx(3,3) = b| f,(3, 3) = 4 x,(2,4) = r y,(2, 4) = pXuz, (2, 4) = dr-4p

Given, z=fx, yx=xu, vy=yu, vx2, 4=3y2, 4=3 Table is shown as: Use chain derivative formula,…

f(x, y), x(и, v), y(2, 4) = 3, calculate z, (2, 4) in terms of some of the values given in the table below. Given z = X = y = y(u, v), with x(2, 4) = 3 and %3D f,(2, 4) = d f,(2, 4) = -4 x fx (3, 3) = b f,(3, 3) = 4 x,(2, 4) = r y, (2, 4) = p „(2, 4) = a y,(2, 4) = s

f(x, y), x(и, v), y(2, 4) = 3, calculate z, (2, 4) in terms of some of the values given in the table below. Given z = X = y = y(u, v), with x(2, 4) = 3 and %3D f,(2, 4) = d f,(2, 4) = -4 x fx (3, 3) = b f,(3, 3) = 4 x,(2, 4) = r y, (2, 4) = p „(2, 4) = a y,(2, 4) = s

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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Question

Entered
Answer Preview
Result
d*r-4*p
dr – 4p
incorrect
The answer above is NỘT correct.
у%3D У(и, ), with x(2, 4) — 3 and
х%3D х(и, v),
y(2, 4) = 3, calculate z,, (2, 4) in terms of some of the values given in the table below.
Given z = f(x, y),
fx (2, 4) = d f,(2, 4) = -4 x„(2, 4) = a y,(2, 4) = s
fx(3,3) = b| f,(3, 3) = 4 x,(2,4) = r y,(2, 4) = p
Xu
z, (2, 4) = dr-4p

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