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If a, b, c are three given non-coplanar vectors and any arbitrary vector F in space, where à ba ca a ara ca . A₁.6 6.6 c.6, A₂= a.br.bc.b rcb.cc.c ac rc cc là. A₂=a.6. 6.6 à à ba a 1 14 10 11 to 1: 7.6,A=a.6 6.6 c6, then prove that =- ba à à bà càl . to 10 19 10 to +

If a, b, c are three given non-coplanar vectors and any arbitrary vector F in space, where à ba ca a ara ca . A₁.6 6.6 c.6, A₂= a.br.bc.b rcb.cc.c ac rc cc là. A₂=a.6. 6.6 à à ba a 1 14 10 11 to 1: 7.6,A=a.6 6.6 c6, then prove that =- ba à à bà càl . to 10 19 10 to +

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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If a, b, c are three given non-coplanar vectors and any arbitrary vector in space, where à ba ca a à ra cà b bbc-b, A₂= a.br.bc.b Fcb.cc.c ac rc cc A₁ = à à bara à à ba ca ¯·¯¯ï ·¯‚A=a.6 6.6 c.6, then prove that 7=a+. ac bcc.c A ac bcrc ▲₂ = ク‚. A26+436.
Transcribed Image Text:If a, b, c are three given non-coplanar vectors and any arbitrary vector in space, where à ba ca a à ra cà b bbc-b, A₂= a.br.bc.b Fcb.cc.c ac rc cc A₁ = à à bara à à ba ca ¯·¯¯ï ·¯‚A=a.6 6.6 c.6, then prove that 7=a+. ac bcc.c A ac bcrc ▲₂ = ク‚. A26+436.
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