prove that the distance of the point (a cos α , a sin α) from the origin is independent of α
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distance between (0,0)and (asinα,acosα)
=√(0-asinα)^2+(0-bcosα)^2=√a^2(sin^2 α +cos^2 α)=a.... which is independent of α
=√(0-asinα)^2+(0-bcosα)^2=√a^2(sin^2 α +cos^2 α)=a.... which is independent of α
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