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Can A Vector Be Orthogonal To Itself? [Solved]

  1. Two vectors u,v∈V are orthogonal (denoted u⊥v) if ⟨u,v⟩=0. Note that the zero vector is the only vector that is orthogonal to itself. In fact, the zero vector is orthogonal to every vector v∈V.5 Mar 2021

L-2,Vector Differentiation,Derivative of Vector of constant Magnitude is orthogonal to Vector Itself

Lecture -2,

L-2,Vector Differentiation,Derivative of Vector of constant Magnitude is orthogonal to Vector Itself

L-2,

Orthogonal bases are easy to work with!

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