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Given the regular hexagon in a circle of radius 10, what is the probability of randomly picking a point in the shaded region? Answer .57 .91 .83 .17
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Are those the four possible answers? If so, I'd go with .17, as there certainly is less than half the circle shaded!
the answer is area of hexagon divided by area of circle i dont know the area of hexagon..
hold on
(length of 1 side)2 x 2.6
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\[( 100 \pi - 60\sqrt{2} ) / 100 \pi\]
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