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5. The given vectors form a basis for a subspace W of R3 or R4. Apply the Gram- Schmidt Process to obtain an orthogonal basis

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wy r 4 E Projo; (wit) where Projo (he) = D. The Normalized wector is Ok Ok, Ok ||| 0 口, -J10 0, 0.9 9 *,PE =1872510 3- 1251 karo J५.५ --7/250 2510 --377 २० 17 1250 s १ 251 %3D ७.७, 147 25 nrola १L 21 स तु ॥ J753 1566 +97773 1506 715

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