Consider the curve y = 2 log x, where log is the natural logarithm. let l be the tangent to that curve which passes through the origin, let p be the point of contact of l and that curve, and let me be the straight line perpendicular to the tangent l at p. we are to find the equations of the straight lines l and m and the area s of the region bounded by the curve y = 2 logx, the straight line m, and the x-axis.