Prove you deserve to be in MIT!

<p>b. If h(qr) = -h(q+r) + h(q) + h(r) and h(24) = 2010, what is the product of all possible values of h(576)?</p>

<p>c. If j(j(n)) = 12n - j(n), what is the product of all possible values of j(15)?</p>

<p>d. If l(l(k)) = 2k-1, what is the product of all possible values of l(-5)?</p>

<p>e. If x(c) + 2x/(4c) = -3 Log c (base 2) for c<> o, what is the product of all possible values of x(2048)?</p>

<p>Hah if any one of you guys are up for a challenge, let me know!</p>

<p>Do I get cookies or something if I finish this? :)</p>

<p>Well, here’s my version of a proof: I didn’t fall for it.</p>

<p>That is problem number 3 of the 2010 collaborative problem-solving contest.

</p>

<p>Emphasis mine.</p>

<p>Taking advantage of a contest like this and not even being honest about it is just mean.</p>

<p>The next time you try to so publicly cheat, remember that on a board with high-achieving students, chances are someone knows about your contest.</p>

<p>good job kevmus</p>

<p>“prove you deserve to be in MIT!”</p>

<p>lol</p>

<p>Apparently you don’t deserve to be in MIT where academic dishonesty is strictly prohibited! :P</p>

<p>Thank you a ton kevmus, I actually would have helped him if you did not post that. Guess that is why I am not at MIT :).</p>