The figure below shows 
	  a triangle ABC with three mutually tangent circles of centers A, B, C so 
	  that D, E, F are the points of tangency. The diameter GH of the circle B 
	  is parallel to AC and AH meets CG at M. Prove that the points D, M, and 
	  E are collinear.
 
 

 

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Geometry Problems
		
		Ten problems: 1401-1410
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						Triangle
 
              
		                
			Circle
 
		
						Diameter
						                
  						
									
									Tangent Circles
 
			        
				
				Parallel lines
			
				Collinear Points
              
		                
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