User:Piphi/Sandbox

< User:Piphi
Revision as of 20:22, 28 May 2020 by Piphi (talk | contribs)


Problem of the Week

1984 AIME, Problem 12

A function $f$ is defined for all real numbers and satisfies $f(2+x)=f(2-x)$ and $f(7+x)=f(7-x)$ for all $x$. If $x=0$ is a root for $f(x)=0$, what is the least number of roots $f(x)=0$ must have in the interval $-1000\leq x \leq 1000$?

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Welcome to the sandbox, a location to test your newfound wiki-editing abilities.

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About Me

PM me if you want to find out about some cool things you can do with the AoPS wiki.

My main project on the AoPS wiki is a list of all the AoPS admins, everyone is welcome to add more admins to the list by clicking here. I also added most of the info in the Reaper Archives.

For a complete list of my Asymptote drawings, go here.



Name and Surname Height
John Smith 1.85
Ian Ray 1.89
Zachary Bianchi 1.72

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