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4-points whose position vector  are coplanar and  then the least value of 
  • a)
    1
  • b)
    1/14
  • c)
    2
  • d)
    1/10
Correct answer is option 'B'. Can you explain this answer?
Verified Answer
4-points whose position vectorare coplanar and then the least value of...
 As the vectors are complainer sum of coefficient =0
sinα + 2sinβ + 3sinγ = 1
this can be also LHS can also be called to be dot product of two vectors (1,2,3) and (sinα,sinβ,sinγ)
dot product of these two vectors is 
sinα + 2sinβ + 3sinγ
aˉ.bˉ=|a||b|cosθ
(sinα+2sinβ+3sinγ)/1 = (sin2α+sin2β+sin2γ)×14cosθ
1/14cosθ = sin^2α+sin^2β+sin^2γ
∴ Minimum value is 1/14
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Most Upvoted Answer
4-points whose position vectorare coplanar and then the least value of...
 As the vectors are complainer sum of coefficient =0
sinα + 2sinβ + 3sinγ = 1
this can be also LHS can also be called to be dot product of two vectors (1,2,3) and (sinα,sinβ,sinγ)
dot product of these two vectors is 
sinα + 2sinβ + 3sinγ
aˉ.bˉ=|a||b|cosθ
(sinα+2sinβ+3sinγ)/1 = (sin2α+sin2β+sin2γ)×14cosθ
1/14cosθ = sin^2α+sin^2β+sin^2γ
∴ Minimum value is 1/14
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4-points whose position vectorare coplanar and then the least value of...
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4-points whose position vectorare coplanar and then the least value of a)1b)1/14c)2d)1/10Correct answer is option 'B'. Can you explain this answer?
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