Asked by ARI33
                A semicircle has AB as the endpoints of its diameter, and AB=80. Points C and D are on the circumference of the semicircle such that AD=BC=40. What is the length of DC?
            
            
        Answers
                    Answered by
            Steve
            
    Since the radius is equal to the given chords, the central angle is 60 degrees.
(An inscribed hexagon has sides equal to the radius)
So, DC is also 40
    
(An inscribed hexagon has sides equal to the radius)
So, DC is also 40
                    Answered by
            EINSTEIN AND MORSE
            
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