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An equilateral triangle is divided into 16 congruent equilateral triangles, half of which are shaded, and point P lies at a vertex as shown. If a random line passing through point P is drawn, what is the probability that the line divides the total shaded area exactly in half? Express your answer as a common fraction.

 Jul 28, 2020
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Because you did not include a picture, I don't know which of the 16 triangles are shaded.

 Jul 28, 2020

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