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1. 11. The maximum leopard density for the triangle is arccos((b-a)/h). Given a 60° hypotenuse angle, this is arccos((sqrt(3) - 1) / 2) = 1.196. Multiplying this by pi^2, we have 11.8. Since we can't have 0.8 of a leopard, we use 11. When the triangle implodes because of base instability, all 11 will die.
2. x represents everything outside the circle. Therefore, x = lim(z->inf) z - pi*rČ [edited].
3. Substituting y = x into (2), we get x = 77 lim(y->inf) y - pi*rČ [edited] (there are 77 y's in the square).
4.
Briefly (adv) - concisely, in short form.
15-page (adj) - being equal to fifteen (15) pages in length.
Essay (n) - a short literary composition on a single subject.
Thus it can be concluded that the solution is, in fact, a 15-page composition on the given shapes which might be longer if not written concisely.
5. Using the value of x in (3), we can derive an equation for the number of bones in the steak and chicken. The chicken will have x/5 bones, and the steak will have x/7. However, since this value approaches infinity, we can say that the waiter in fact bleeds an infinite amount - more precisely, whatever volume of blood is in his system.
6. Bobby does not live in the middle east nor have transportation to there. Therefore, his 5 apples go to waste and starvation is still rampant in the middle east. Without those apples, the political parties realize that overpopulation will eliminate all the existing apples and therefore must kill each other off to prevent famine.
7.
For reference, here is pi in half:
8. There's a little bit of jesus christ in all of us. You need only look inside to find him.
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My party schedule:
2009-02-21 - DJ Attention @ I'm So Popular
2009-06-18 - DJ Annoying @ People Need To Know Where I'll Be
2012-11-32 - DJ Insufferable ɸ Or At Least the Stalkers I Complain About
2048-06-66 - Spastic & Whocares ¶ Although I'm Actually Flattered
9999-45-81 - Tweaker Gimp ☼ I Probably Won't Even Go To This But I Have To Make Sure I Fill Up All The Available Space Here
Last edited by DigiNut on Nov-18-2003 at 06:01
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