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f) g) XZ = 1² and 2=0 => x=y pah 'oux <= 0=hx ech

f) g) XZ = 1² and 2=0 => x=y pah 'oux <= 0=hx ech

Advanced Engineering Mathematics
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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Need help proofing f and g
pah 'oux <= 0=hx XZ = 12 and 710 => x=y /₁x = ( h-] (X-) x (1-) = X- (^₂x) = x (x-7 Q=O-X 1₁-X <- z+h ( Properties of fields) (C f) e) (P/ ✓ C) (9% a) x + z = Prop 1.4.3
Transcribed Image Text:pah 'oux <= 0=hx XZ = 12 and 710 => x=y /₁x = ( h-] (X-) x (1-) = X- (^₂x) = x (x-7 Q=O-X 1₁-X <- z+h ( Properties of fields) (C f) e) (P/ ✓ C) (9% a) x + z = Prop 1.4.3
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