12-28-2011, 12:19 PM | #166 |
To shreds, you say?
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Fill the 5 from the 8 (3/8) (5/5) (0/3)
Fill the 3 from the five (3/8) (2/5) (3/3) Pour 3 into 8 (6/8) (2/5) (0/3) Pour (2/5) into 3 (6/8) (0/5) (2/3) Pour 5/8 into 5 (1/8) (5/5) (2/3) Pour 1/5 into 3 (1/8) 4/5) (3/3) Pour 3/3 into 1/8 (4/8) 4/5) (0/3)
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12-28-2011, 12:29 PM | #167 |
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Score, please?
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12-28-2011, 12:30 PM | #168 |
Person who doesn't update the user title
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36-35 O.T.
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12-28-2011, 12:34 PM | #169 |
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*thnort*
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12-29-2011, 08:58 AM | #170 | |
UNDER CONDITIONAL MITIGATION
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Quote:
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12-29-2011, 09:03 AM | #171 |
To shreds, you say?
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Here's one for you, Clod
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12-29-2011, 09:12 AM | #172 |
To shreds, you say?
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this requires some knowledge of horses and their shoes.
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12-29-2011, 09:15 AM | #173 |
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Is this a four-legged horse?
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12-29-2011, 09:21 AM | #174 |
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My google image search showed that most horse shoes take 6 nails. So Imma say $3 for the 24 nails needed.
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12-29-2011, 09:45 AM | #175 |
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Thanks glatt. I'll say the total cost is 2^(n-1), where n = 6*4, for a total cost of $83,886.08
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12-29-2011, 10:03 AM | #176 |
To shreds, you say?
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Close, 8 nails is more common, re-figure.
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12-29-2011, 10:17 AM | #177 |
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Ok, revised to: total cost is 2^(n-1), where n = 8*4, for a total cost of $21,474,836.48
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12-29-2011, 10:19 AM | #178 |
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"four for the third"
I missed that part. It's exponential, and my answer is way off the mark. It's not in the same ball park, and not even in the same city. $3, hah! |
12-29-2011, 10:31 AM | #179 |
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Don't forget that you have to add up the price for all the individual nails. So your calculation is correct for finding the price of the final nail. I don't remember if there is a formula for doing a sum of numerous equations. There must be, and I just can't remember it.
When I break out my calculator and do a tedious 3 minutes of punching numbers in, I get a total of $42,949,652.95 |
12-29-2011, 10:35 AM | #180 | ||
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Quote:
Quote:
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Be Just and Fear Not. Last edited by BigV; 12-29-2011 at 10:43 AM. |
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