As shown in the figure below, O and Q are the centers of equal 
	  intersecting circles at A and B so that OA is tangent to circle Q at A. If 
	  S is the area of the triangle OAC and S1 is the area of the square ACDE, 
	  prove that S1 = 4S
 



A conformal mapping or conformal transformation is a continuous mapping preserving the form of infinitesimal figures. This conformal map produces a realistic view of the original image or map. This the conformal transformation of problem1428.
See also: Typography and poster of problem 1426.
Geometry Problems
		
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			Triangle Area
 
			
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