u+v =3,4 and u ➖ v=1, ➖ 2 then find v and u
Then u1=2,v1=1.u_1=2, v_1=1.u1=2,v1=1.
Then u2=3,v2=1.u_2=3, v_2=1.u2=3,v2=1.
Therefore u⃗=⟨2,3⟩,v⃗=⟨1,1⟩.\vec{u}=\langle2, 3\rangle,\vec{v}=\langle1, 1\rangle.u=⟨2,3⟩,v=⟨1,1⟩.
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