Q.
Consider three points P(cosα,sinβ), Q(sinα,cosβ) and R(0,0). Where 0<α,β<π/4 Then
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a
P lies on the line segment RQ
b
Q lies on the line segment PQ
c
R lies on the line segment QP
d
P, Q, R are non-collinear.
answer is D.
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Detailed Solution
Consider Δ=cosαsinβ1sinαcosβ1001=cosαcosβ−sinαsinβ=cos(α+β)≠0 as 0<α+β<π/2Hence the given points are non-collinear.
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