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Question
There are 5 equally spaced points A,B,C,D, E and F marked on a circle with radius R. How many convex hexagons of distinctly different areas can be drawn using these points as vertices?
There are 5 equally spaced points A,B,C,D, E and F marked on a circle with radius R. How many convex hexagons of distinctly different areas can be drawn using these points as vertices?
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Solution
The correct option is A 1
There's only one hexagon that is possible with these given points.
1
There's only one hexagon that is possible with these given points.
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