Each month, a new set of puzzles will be posted. Come back next month for the solutions and a new set of puzzles, or subscribe to have them sent directly to you.
Puzzle OneHow many ways or routes are there traveling from A to E which do not go through either of points B, C, or D more than once per way/route? |
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Puzzle TwoA professor gives a set of three difficult maths questions to the most brilliant students at his university. To his surprise, there are different answers by all three of the students. There answers were as follows:
With these answers and knowing that each of the students has given one answer wrong, can you find out the real answers to the three questions? |
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Puzzle ThreeIn the 3×3 matrix below and using numbers 1 through 9 (only once), solve the puzzle considering the following clues:
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Last month's solutions
Click here to download the printable version
Puzzle OneIf Eli is 173 and Lois is 5107, what is Leslie? Solution: Answer: 317537 |
Puzzle TwoThree identical isosceles triangles fit exactly (without overlap) into a square. Two triangles have one side in common with the square, see below. What is the size of the shaded angle?
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Puzzle ThreeThe diagram below shows a sequence of shapes made up of black and white floor tiles, where each shape after the first has two more rows plus two more columns than the previous. How many black tiles would be required to create the 15th shape in the sequence?
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Ohhhh, nice variety this month Mr. Burgin! Should be quite challenging!
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