john0512's definitions
A very great technique for solving math problems. Often only works because they solved it in a different way and used this lemma in a way that gives the same answer as the other way.
-How did you solve this problem?
-I used the Adihaya Jayasharmaramankumarguptareddybavarajugopal lemma
-I used the Adihaya Jayasharmaramankumarguptareddybavarajugopal lemma
by john0512 February 18, 2021
Get the Adihaya Jayasharmaramankumarguptareddybavarajugopal lemmamug. The fear of brownies. Typically developed after sillying #11 on AMC 10 B 2021. Luckily am pro at simon's favorite factoring trick.
by john0512 February 11, 2021
Get the browniephobiamug. by john0512 March 17, 2021
Get the 2264840837685719mug. Consider the sequence $(a_k)_{k\ge 1}$ of positive rational numbers defined by $a_1 = \frac{2020}{2021}$ and for $k\ge 1$, if $a_k = \frac{m}{n}$ for relatively prime positive integers $m$ and $n$, then
\a_{k+1} = \frac{m + 18}{n+19}.\Determine the sum of all positive integers $j$ such that the rational number $a_j$ can be written in the form $\frac{t}{t+1}$ for some positive integer $t$.
\a_{k+1} = \frac{m + 18}{n+19}.\Determine the sum of all positive integers $j$ such that the rational number $a_j$ can be written in the form $\frac{t}{t+1}$ for some positive integer $t$.
by john0512 March 15, 2021
Get the 2021 AIME I #10mug. "aaaaa I did so bad I only got 41 on ci"
"but did you know that john0512 got a 46 on mathcounts chapter?"
"but did you know that john0512 got a 46 on mathcounts chapter?"
by john0512 March 8, 2021
Get the but did you know that john0512 got a 46 on mathcounts chapter?mug. Imagine being hyped for something, only to realize that it becomes late. This is also very annoying.
by john0512 March 29, 2021
Get the We are running a bit late with POTD today. We appreciate your patience.mug. by john0512 March 15, 2021
Get the kzhu lasagnamug.