Q1] (A) If F(x+y-z₁x² + y²)=0 where z = z(x, y) дz дz x -y =x-y ax (B) If f(x, t) = f²e-y²dy, then prove that kfxx = ft. and #0 then prove Əz 276 [126]

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
Q1] (A) If
дz
X -y
F(x+y-z₁x² + y²)=0 where z=z(x, y)
Əz
ду ax
(B) If f(x, t) = 2√kte-y²dy, then prove that k fxx = ft.
-=x-y
OF
дz
and 0 then prove
272 [126]
Transcribed Image Text:Q1] (A) If дz X -y F(x+y-z₁x² + y²)=0 where z=z(x, y) Əz ду ax (B) If f(x, t) = 2√kte-y²dy, then prove that k fxx = ft. -=x-y OF дz and 0 then prove 272 [126]
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