Condition : s fiz) diz) Q (2) where xe (A) prove this five function $(x,...
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Condition : » s fiz) diz) Q (2) where xe (A) prove this five function $(x, y) = = { [ 24 (2)] + 24 (2) + J (₂) + g(z) ] a fiz), f'(2), i f'(z) де 27 аже 220 hexe = = 4 Y (2) f 1(z) = _d flz) dz > f(²) a // (Z) = P +ig, g(z) = U+iv 2 Re [2] = 9(2) + 9 (²) (13) use the @ O +34 = √x + √₂ дуг que que तर Uy - Fr - 21 Tag = 32-275-24-201 + x f(z) + f(3) = 2 Re [f(z)] Prove function axay Jx + y = 4Re ['177 Fy-x+21 xy = 2 [24" (2) + 9"(z)] Condition : » s fiz) diz) Q (2) where xe (A) prove this five function $(x, y) = = { [ 24 (2)] + 24 (2) + J (₂) + g(z) ] a fiz), f'(2), i f'(z) де 27 аже 220 hexe = = 4 Y (2) f 1(z) = _d flz) dz > f(²) a // (Z) = P +ig, g(z) = U+iv 2 Re [2] = 9(2) + 9 (²) (13) use the @ O +34 = √x + √₂ дуг que que तर Uy - Fr - 21 Tag = 32-275-24-201 + x f(z) + f(3) = 2 Re [f(z)] Prove function axay Jx + y = 4Re ['177 Fy-x+21 xy = 2 [24" (2) + 9"(z)]
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To prove the given equations lets break down the problem into two parts A Proving the equations related to 1 Partial derivative with respect to x We start with the expression for 1zzpsiz zpsiz gz gz T... View the full answer
Related Book For
Accounting Principles Volume 1
ISBN: 978-1119502425
8th Canadian Edition
Authors: Jerry J. Weygandt, Donald E. Kieso, Paul D. Kimmel, Barbara Trenholm, Valerie Warren, Lori Novak
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