6. Two vectors are given by Ā=i+2j+ 2K and B = 3i+6j+ 2k. Another vector C has the same
magnitude as B but has the same direction as Ā. Then the following vectors represents
(A)](+23+2K) (B) (1–2+2k) (©) 7(i+2j +2k) (D) {(i +23+2k)
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The vector A is given as A=i^+2j^+2k^
Its magnitude ∣A∣=12+22+22=3
Unit vector along direction of A, A^=∣A∣A=3i^+2j^+2k^
Magnitude of B, ∣B∣=32+62+22=7
Thus vector C is C=∣B∣A^
⟹ C=37(i^+2j^+2k^)
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