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Let →p=2^i+3^j+^k and →q=^i+2^j+^k be two vectors. If a vector →r=α^i+β^j+γ^k is perpendicular to each of the vectors (→p+→q) and (→p−→q), and ∣∣→r∣∣=√3, then |α|+|β|+|γ| is equal to |
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Answer» Let →p=2^i+3^j+^k and →q=^i+2^j+^k be two vectors. If a vector →r=α^i+β^j+γ^k is perpendicular to each of the vectors (→p+→q) and (→p−→q), and ∣∣→r∣∣=√3, then |α|+|β|+|γ| is equal to |
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