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Gazing out over the sands of Egypt for thousands of years: strange sphinxes share their riddles in my sphinx gallery.
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Gazing out over the sands of Egypt for thousands of years: strange sphinxes share their riddles in my sphinx gallery.

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Here's an easy math problem that you can try and solve. It doesn't demand extreme calculations, just easy and simple math.  You can solve
Try and solve this easy math problem its fun and a training for the mind.
Fun math problem to try and solve. Read the problem and try to solve it. And if you want to see the solution. Try and solve it.
Josh is heading west to see his friend Niall for the winter (nonsexual). If Niall lives 433 milks away from Josh's house, and Josh wants to get to Niall's house as quickly as possible (for nonsexual reasons) and wants the most economic option, which train should he take?
Train A: travels at a speed of 300 mph and makes 2 stops that take 40 minutes each to let bunny rabbits cross. The ticket costs $95 for adults but incurs a $2 discount if you have both of your big toes intact.
Train B: travels at a speed of 55 mph and makes no stops but serves fish which makes Josh sick, and the ticket is $54 dollars for adults.
Sudoku Cayley Table
Take a completed sudoku, and append an identity row to the top, and identity column to the left.
You now have the Cayley table of a magma with identity. Is the magma also monoid? a group?
What if you relax the subgrid condition? (idk if there's an official name for it, but you know...)
Is that true for \(n\times n\) grids for all \(n\in\mathbb{N}\)?
Is that true for an infinite grid? (countable, surely, otherwise you can't even have a row containing all the elements!)

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Best 15 math riddles that will exercise your brain. Physical exercise is important but mental exercise is more important for brain health.
Find out the missing number?
Pi-riddle answer
My sickness from yesterday continued, so I am posting this on 3/16. :( but here is the answer to the Pi-riddle from “yesterday”.
Recap. Q: "You are stranded in a small, unmanned island. All you got is a stick and a coconut. You got a head-concussion, so you forgot a lot of things, like, for the love of god, you forgot what Pi is. You suddenly experience great, uncontrollable urge to know the value of pi. How can you get the value of Pi with relative accuracy? Assume you are at a beach so you can draw whatever you want with the stick."
A: