MathematicsMedium45×since 2004Q5637If tan(π9),x,tan(7π18)\tan \left( {{\pi \over 9}} \right),x,\tan \left( {{{7\pi } \over {18}}} \right)tan(9π),x,tan(187π) are in arithmetic progression and tan(π9),y,tan(5π18)\tan \left( {{\pi \over 9}} \right),y,\tan \left( {{{5\pi } \over {18}}} \right)tan(9π),y,tan(185π) are also in arithmetic progression, then ∣x−2y∣|x - 2y|∣x−2y∣ is equal to :A4B3C0D1Check answerSkip