Pick a subset of at least four of the following seven numbers, order them from least to greatest, and write down their labels (corresponding letters from A through G) in that order: (A) π; (B) 2+3; (C) 10; (D) 113355; (E) 16tan−151−4tan−12401 (F) ln(23); and (G) 2e. If the ordering of the numbers you picked is correct and you picked at least 4 numbers, then your score for this problem will be (N−2)(N−3), where N is the size of your subset; otherwise, your score is 0.
A number or a short expression. Spacing and $ signs are ignored.
Official solution
We have ln(23)<2e<π<113355<16tan−151−4tan−12401<2+3<10.
Source: Omni-MATH,
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