Comment a link your favorite problem (of your own) and explain why it's so awesome! One problem only, please. If you want a really excellent problem to get discovered by the staff and/or other users, totally post it! Also, there are great opportunities to discover other good problems! The more reshares, the more recognition your problems will get. Enjoy! :D
Easy Math Editor
This discussion board is a place to discuss our Daily Challenges and the math and science related to those challenges. Explanations are more than just a solution — they should explain the steps and thinking strategies that you used to obtain the solution. Comments should further the discussion of math and science.
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2^{34}
a_{i-1}
\frac{2}{3}
\sqrt{2}
\sum_{i=1}^3
\sin \theta
\boxed{123}
Comments
My favorite problem of my own is A Modular Recursion Sequence?. It's a really great Number Theory problem that is based on a very cool principle that you guys should totally check out. :D
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The principle is the Fibonacci sequence. 60 numbers and the sequence repeats.
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Exactly! Perfect! I simply modified it by only caring about the units digit.
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Directrix will Drive you Delirious is probably my favorite. It took the longest time for me to make it, anyways, and I'm really proud of the result.
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Dude, that thing legit drove me delirious. I was literally freaking using Wolfram Alpha to rotate that freaking thing every which way. Spent a good thirty minutes. But still an epic problem! :D
My favorite problem of my own so far is C'mon, more logs?. It's part of the set Best of Logarithms. It looks like logarithms, but it actually deals with the euler totient and powers of 2.
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I love that problem! I had a great time solving it! And because you've published it here, now others will be able to view it and recognize your hard work. :D
So far I only wrote two problems on my account. I like the one about getting dizzy. I like it because it should be an aplication of plane geometry applied in space. I had no solvers that i know of. I'm on the phone and can't give the link.
My Problem I think this problem became Compact and kinda hard!
My Favorite Problem Is All That I Got Answer Correct !
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I still haven't even figured out a way to solve that! :D
My favorite problem is A complicated series.It may look simple but it's more complicated than what it looks like :)
My favourite question is Bouncing balls in mechanics. Really tests your mechanics skills . Still no one has attempted it.
Acc to me best problem is Complex it took me longest time to solve and i really enjoed it and i totally love this set Mistakes give rise to problems an epic set on brilliant .