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Let the lines L_1 = sqrt3 x - y (2+ sqrt3) = 0 and L_2 = sqrt3 x + y (2+ sqrt3)=0 intersect at A. Let C_1 From C_1 , draw a line perpendicular to L_2 meeting the line L_1 " at " B_2 . Continue in this way obtaining points C_2 B_2 O_3 and so on. If area of traingle AB_1C_1 = 1 and area (DeltaAB_2C_2)+ area (DeltaAB_3C_3) + area (DeltaAB_4C_4) = T , then | T - 4360 | = .............. |
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