4/(A)Find the derivative of f(x, y) = xe + cosxy at the point (2,0) in the direction. дz (B)If Z = f(x, y), x= s² - t², y = 2st. Prove that s дz t = მა at 2(s² + t²) of əx -

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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4/(A)Find the derivative of f(x, y) = xe + cosxy at the point (2,0) in the
direction.
дz
(B)If Z = f(x, y), x= s² - t², y = 2st. Prove that s
дz
t =
მა
at
2(s² + t²) of
əx
-
Transcribed Image Text:4/(A)Find the derivative of f(x, y) = xe + cosxy at the point (2,0) in the direction. дz (B)If Z = f(x, y), x= s² - t², y = 2st. Prove that s дz t = მა at 2(s² + t²) of əx -
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