Show that S3 conditions. 15 a Show all 2 53= [(x₁4 ER² = 1 vector V 10 1 Som uv is in V v@u 2) uⒸv= 3) (u@v) + w = u(vw) 4) Is object & in where И 5) For each in V, therl 6) The Scalar Multiple 7) Co (u+v) cou is (cou) +(cov) g) (c+d) Ou = (cou) + (dou) a) co (dou) = (cd) ou 10 u - u 10) vector - e IS Space U@V = (~₁₁ 1₂ ) + (U₁₁ U₂) = (U₁+V₁, U₂ V₂) Cou= co(u₁, v₂₁) = (cu₁, u₂²) AIX u ε = u in V with * axious. in V the following Such that uu = ६
Show that S3 conditions. 15 a Show all 2 53= [(x₁4 ER² = 1 vector V 10 1 Som uv is in V v@u 2) uⒸv= 3) (u@v) + w = u(vw) 4) Is object & in where И 5) For each in V, therl 6) The Scalar Multiple 7) Co (u+v) cou is (cou) +(cov) g) (c+d) Ou = (cou) + (dou) a) co (dou) = (cd) ou 10 u - u 10) vector - e IS Space U@V = (~₁₁ 1₂ ) + (U₁₁ U₂) = (U₁+V₁, U₂ V₂) Cou= co(u₁, v₂₁) = (cu₁, u₂²) AIX u ε = u in V with * axious. in V the following Such that uu = ६
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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