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Toasty's Math Puzzel 1

  
 
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polo879
Old 03-17-2010, 06:17 PM     Post subject: Toasty's Math Puzzel 1 #1 (permalink)  
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I thought I'd liven up the forum a little with some off topic stuff.

Scenario:
There are five fence pannels and three pots of paint. One Blue, one Red and one Green. Every panel needs to be painted.

Example

Blue Blue Red Red Green

How many ways can you paint the fence panels using all three colors?

There is more than enough paint.
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Ragnar4
Old 03-17-2010, 07:59 PM #2 (permalink)  
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order matters, 5 panels 3 magnitudes
5x4x3 = 60
The older I get, the more I start wondering; Just what in the hell is going on here?
 
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bigred
Old 03-18-2010, 05:53 PM #3 (permalink)  
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What iz dis maf?
LOL OPERATIONS
 
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JKDS
Old 03-18-2010, 07:19 PM #4 (permalink)  
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There are exactly infinite ways to paint them. Using the 4 color theorem adjusted to only 3 colors, it is painfully obvious that you can paint each panel multiple times with several different colors thanks to Riemann's formulas. Going further, we can also say that we cant paint any posts by newtons 2nd law of motion since there is a possibility that we cannot apply enough force to open the can. Exploring further still, schrodinger's equation can be used to model this phenomena as a probabilistic space and then we can say that there exists with varying likelihoods the chance that each post be painted between 0 and infinite colors. Finally, skipping some remedial Green's Theorem identities with some 4th dimensional integrals, we see that the answer is 54.
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jyms
Old 03-18-2010, 07:28 PM #5 (permalink)  
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I ain't paintin' shit till I find out what it pays.
 
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bigred
Old 03-18-2010, 07:32 PM #6 (permalink)  
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Originally Posted by jyms View Post
I ain't paintin' shit till I find out what it pays.
Winnar!
LOL OPERATIONS
 
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BankItDrew
Old 03-18-2010, 08:13 PM #7 (permalink)  
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Quote:
Originally Posted by JKDS View Post
There are exactly infinite ways to paint them. Using the 4 color theorem adjusted to only 3 colors, it is painfully obvious that you can paint each panel multiple times with several different colors thanks to Riemann's formulas. Going further, we can also say that we cant paint any posts by newtons 2nd law of motion since there is a possibility that we cannot apply enough force to open the can. Exploring further still, schrodinger's equation can be used to model this phenomena as a probabilistic space and then we can say that there exists with varying likelihoods the chance that each post be painted between 0 and infinite colors. Finally, skipping some remedial Green's Theorem identities with some 4th dimensional integrals, we see that the answer is 54.
I love this.
 
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Penneywize
Old 03-18-2010, 08:25 PM #8 (permalink)  
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Meh I was browsing ancient posts a few weeks back (just to see how FTR was back in the days I first joined) and saw the solution to this one :/ I'll be willing to try out others tho
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b-rabbit
Old 03-18-2010, 09:09 PM #9 (permalink)  
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i'm saying 2 ways tops. either all the same color, or multicolor.
do the right thing.
 
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settecba
Old 03-18-2010, 11:01 PM #10 (permalink)  
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I bet OP is Miyagi...


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a500lbgorilla
Old 03-18-2010, 11:42 PM #11 (permalink)  
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I miss Toasty.

Smithers, use the amnesia ray.
You mean the revolver, sir?
Precisely.
 
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Keith
Old 03-19-2010, 03:02 PM #12 (permalink)  
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every "hitchhikers guide to the univerers" reader knows the answer to this is 42.
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bigred
Old 03-19-2010, 03:46 PM #13 (permalink)  
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Originally Posted by Keith_MM View Post
every "hitchhikers guide to the univerers" reader knows the answer to this is 42.
Haha, I was going to write this but I got lazy
LOL OPERATIONS
 
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GatorJH
Old 03-19-2010, 06:20 PM #14 (permalink)  
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how many ways could you paint them? hmmmm, let's see. you could paint them with a brush, you could paint them with a roller, you could paint them with your fingers, you could paint them by throwing the paint on them, and so on and so on. I bet there are hundreds of ways you could paint them.
Poker is easy, it's winning at poker that's hard.
 
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