Add the vectors →a=^i−2^j+^k, →b=−2^i+4^j+5^k and →c=^i−6^j−7^k by writing them in the component form that is
→a=⟨1,−2,1⟩, →b=⟨−2,4,5⟩ and →c=⟨1,−6,−7⟩
Then the sum of the vectors can be computed as follows:
→a+→b+→c=⟨1−2+1,−2+4−6,1+5−7⟩
=⟨0,−4,−1⟩
Hence the sum of the vectors is ⟨0,−4,−1⟩=−4^j−^k..