uppose z = z (x, y) is a function that admits partial derivatives of first order which satisfies the following equation: −4y(∂z/∂x)+ 5(∂z/∂y)= 96x3y7− 180x4y5 if taken u= 2x2y3 and w = 5x + 2y2, such that z = z (u, w), then the above equation It transforms in?
uppose z = z (x, y) is a function that admits partial derivatives of first order which satisfies the following equation: −4y(∂z/∂x)+ 5(∂z/∂y)= 96x3y7− 180x4y5 if taken u= 2x2y3 and w = 5x + 2y2, such that z = z (u, w), then the above equation It transforms in?
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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uppose z = z (x, y) is a function that admits partial derivatives of first order which satisfies the following equation:
−4y(∂z/∂x)+ 5(∂z/∂y)= 96x3y7− 180x4y5
if taken u= 2x2y3 and w = 5x + 2y2, such that z = z (u, w), then the above equation It transforms in?
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