costheta = 1+a^2/1-a^2,| a | does not equal to 1 is this possible?
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We have sinθ−cosθ=mina∈R(1,a2−6a+10)
Since a2−6a+11=(a−3)2+2>2 for all a
⟹a2−6a+10>1
∴sinθ−cosθ=1 ............ min value
⇒sin(θ−4π)=21=sin4π
⇒θ−4π=nπ+(−1)n4π
∴θ=nπ+(−1)n4π+4π, where n∈Z
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