Find the unique positive integer whose square has the form 1_2_3_4_5_6_7_8_9_0,
where each “_” is a single digit.
I lack the mathematical background to make inferences about what these blanks might be. Brute force isn't really an option. There are literally a billion different numbers with that fit that number format and I don't even know where to start on it.
Oh hey, I never noticed this thread. I primarily got into programming this/last year and project euler has been fun for me testing out my math skills and my programming skills.
I've solved 1-12, 14, 16, and 20. I'll probably work on 13 now.
so I just learned how to code anything a few weeks ago. I'm not inherently great at mathematics but given my field of study I kinda have to get on it quickly.
I've considered picking back up PE just so I can claim this thread as my stomping grounds. I don't find most of PE to really be conducive to the kind of practice I find useful, but I've recently been rusting up in programming mostly due to not having time on my hands for more involved things, so it might be worth picking this back up.
I've considered picking back up PE just so I can claim this thread as my stomping grounds. I don't find most of PE to really be conducive to the kind of practice I find useful, but I've recently been rusting up in programming mostly due to not having time on my hands for more involved things, so it might be worth picking this back up.
Damn I should get back into this. I've been kinda upset with my algorithmic deficiency lately while not accepting the fact that it means that I should like... you know, practice.
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