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Q.

If a→,b→ and c→  are three mutually perpendicular vectors, then the vector which is equally inclined to these vectors is

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a

a→+b→+c→

b

a→|a→|+b→|b→|+c→|c→|

c

a→|a→|2+b→|b→|2+c→|c→|2

d

|a→|a→−|b→|b→+|c→|c→

answer is B.

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Detailed Solution

Let α→=a→|a→|+b→|b→|+c→|c→|Since  a→,b→ and c→  are mutually perpendicular vectors, if α→makes angles  θ,ϕ,ψ with a→,b→ and c→ respectively, thenα→⋅a→=a→⋅a→|a→|or |α→|⋅|a→|cos⁡θ=|a→|or  cos⁡θ=1|α→|Similarly, cos⁡ϕ=1|α→|,cos⁡ψ=1|α→|
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