Question: We know that located vector in R n is a directed line segment u, v such that u , v R n . So, this

We know that located vector inRn is a directed line segment u, v such that u,vRn.

So, this located vector is the element of Rnx Rn.

Now, we have the relation(u1,v1),(u2,v2) if v1u1=v2u2.

Prove that this relation is the equivalence relation onRnRn and that every equivalence class contains some unique form of (0,r).

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