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5Question: A philosopher tests 5 hypotheses, 2 of which are logically consistent. If 3 hypotheses are selected at random, what is the probability that exactly 1 is consistent?
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Divide by the smallest prime number, 2:
Now, we find the sum of these distinct prime factors:
First, find the area of the square region:
To cover the square completely, the total area of the rectangles must equal the area of the square. Thus, the number of rectangles needed is:
The given equation is already in standard form of an ellipse: