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Definition (Orthogonal vector)
Let v,u∈Rnv,u\in\mathbb{R}^{n}v,u∈Rn be two vectors. We say v⊥uv\perp uv⊥u or vvv is orthogonal to uuu if u⋅v=0u\cdot v=0u⋅v=0i.e. they’re perpendicular.