Difference between revisions of "User:Professor - Mom"
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Welcome to my user profile guys! | Welcome to my user profile guys! | ||
More updates to come at some point! :) | More updates to come at some point! :) | ||
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| + | [hide = Cool Number Theory Problem] | ||
| + | Let <math>N</math> be the exponent of <math>3</math> in the prime factorization of <cmath>(1^1+1)(2^2+2)(3^3+3)\cdots (2019^{2019}+2019).</cmath>Find the remainder when <math>N</math> is divided by <math>1000.</math> [/hide] | ||
Latest revision as of 23:13, 8 March 2020
Is currently a human being. :P
Welcome to my user profile guys! More updates to come at some point! :)
[hide = Cool Number Theory Problem]
Let 
be the exponent of 
in the prime factorization of ![\[(1^1+1)(2^2+2)(3^3+3)\cdots (2019^{2019}+2019).\]](http://latex.artofproblemsolving.com/5/c/3/5c36a019d529947bbc96ab56f60d43961a6b8c22.png)
Find the remainder when is divided by 
[/hide]
