- 1 Given Two Column Vectors X X Y Such That X Y X Y Prove That X And Y Are Orthogonal Gi 1 (21.83 KiB) Viewed 33 times
1) Given two column Vectors X = [x²₁₂]₁Y = [²₂₁] such that |X - Y |= |X + Y ]. ● Prove that X and Y are orthogonal. ● Gi
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answerhappygod
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1) Given two column Vectors X = [x²₁₂]₁Y = [²₂₁] such that |X - Y |= |X + Y ]. ● Prove that X and Y are orthogonal. ● Gi
1) Given two column Vectors X = [x²₁₂]₁Y = [²₂₁] such that |X - Y |= |X + Y ]. ● Prove that X and Y are orthogonal. ● Give a numerical example to show this relation [1 (Bonus) Following the same approach, try to prove that V = V₂ and U = ¹₂ are V3 [2] are orthogonal if |V - U |= |V + U |