2n-1 problem | Sumant's 1 page of Math

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Polynomial with integer coefficients →

2n-1 problem

Posted on January 31, 2015 by Sumant Sumant

The $2n-1$ problem says that if there are $n$ elements then the minimal number of elements in a set which guarantees that there will be exactly $n$ elements divisible by $n$ is $2n-1$

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About Sumant Sumant

I love Math and I am always looking forward to collaborate with fellow learners. If you need help learning math then please do contact me.

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This entry was posted in Famous Problem, Number Theory and tagged Titu Andreescu. Bookmark the permalink.

Polynomial with integer coefficients →

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