Let a triangle be bounded by the lines L1:2x+5y=10; L2:−4x+3y=12 and the line L3, which passes through the point P(2,3), intersect L2 at A and L1 at B. If the point P divides the line-segment AB, internally in the ratio 1:3, then the area of the triangle is equal to
(a) 13110
(b) 13132
(c) 12142
(d) 12151