A line passes through the point P(2,3) and meets the coordinates axes at the points A and B if 2pa = 3pb find
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A variable line passes through P(2,3) and cuts the co-ordinates axes at A and B. If the parallelogram OACB (where O is the origin) is completed then find number of order pairs (x,y) of integers which lie on the locus of point C.
If a and b are real numbers between 0 and 1 such that the point (a,1),(1,b) and (0,0) form an equilateral triangle,
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