Rob_Gandy

It's a very nice puzzle. I agree now that I understand the OP a little more.

Well the first one is fairly simple.

No clue about how to come up with a formula, but I did draw it out. I didn't really think about the height of the plane though....oops Edit:bad tags

I think we pay back the money with flesh if we end up negative so we have to at least try to break even.

Liar Game BD Round 3 1. Jay 2. Framm 3. Brainy 4. Molly 5. Phil 1882 6. Panther 7. Rob_Gandy 8. I'll remember to participate this time....

If I'm reading this right...

5. Rob -possibly If it starts the next couple days I may have to sit out. I'm have surgery tomorrow and will probably not up for much tomorrow or Thursday.

I'm assuming it has to have atleast one 4, 5 and 7?

Let the traitoring trading begin.

Well darn. Shows how much attention I was paying...

J H? I'm still in. I just didn't think it was my turn till now.

1. Panther 2. Brainy 3. Phil1882 4. MollyMae 5. Framm 6. Flamebirde 7.Rob_Gandy 8. ... Why not?

If it can be done without them I'd like to see it.

ply, task, vitamin - _____ Things preceded by multi- verse, glory, jelly

This problem recently popped back into my head. In one of my college calculus classes while working on sequences we came across the sequence 0,0,1,1,2,2,3,3,4,4,... and if I remember correctly we were told there was no closed form equation for it. But, I found one and presented it to the class. a[n]=(2n-1+(-1)n)/4 n=0...infinity My question is: Is there a closed form equation to define the sequence 0,0,0,1,1,1,2,2,2,3,3,3....? If not, why not? Just wondering.

without claiming that nothing is something

4 D

moderator: phil1882 sign ups: player 1: Framm player 2: Brainy player 3: Rob player 4: player 5: Count me in. This sounds fun.

Good to know it can be solved. I'll keep working to solve it myself.