MathProblem 💙💛
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Recreational mathematics.

Of the 12 coins, only 1 is false, and it is a different weight than the real coin.
How do you find a counterfeit coin in 3 weighings on a two-cup scale without weights?

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Can the sum of three different natural numbers be divisible by each summand?

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Find all prime numbers for which the square of this number increased by 4 and the square of this number increased by 6 are also prime numbers.

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Find all prime numbers p for which p = a + b = c - d, where a, b, c, d are prime numbers (not necessarily distinct).

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Olivia drew a polygon and Liam cut it into a triangle and a quadrilateral. How many sides could Olivia's polygon have? Find all the variants and prove that there are no others.

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