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      03-17-2009, 08:09 PM   #23
evoi19
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i have one if you guys wanna hear it...
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      03-17-2009, 08:13 PM   #24
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This one is old, but not alot of people get it......


There are two rooms. One room has 3 light switches, the other room has three lights. There's one door connecting the rooms together. There are no windows or anything on the walls.

You're in the room with the switches....your objective is to figure out which light switch turns on what light by only opening/going thru the door once.

How is this achieved?
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      03-17-2009, 09:12 PM   #25
radix
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Quote:
Originally Posted by andrew@Karbonwerke View Post
This one is old, but not alot of people get it......


There are two rooms. One room has 3 light switches, the other room has three lights. There's one door connecting the rooms together. There are no windows or anything on the walls.

You're in the room with the switches....your objective is to figure out which light switch turns on what light by only opening/going thru the door once.

How is this achieved?

Good one... had to google it.
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      03-17-2009, 09:23 PM   #26
guardianangel3290
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Ok, 3 guys go out to eat and their tab comes out to $75. They split the check 3 ways and they each pay $25. Their server takes their money to the cashier, who then decides to give them a $5 discount, of which he keeps $2 for himself and sends $3 back to the table. Each of the men at the table receives $1 back which then means they each only paid $24.
$24 x 3 men at the table = $72.
$72 + the $2 the cashier kept brings the grand total to $74

What happened to the other dollar??
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      03-17-2009, 09:49 PM   #27
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Quote:
Originally Posted by guardianangel3290 View Post
Ok, 3 guys go out to eat and their tab comes out to $75. They split the check 3 ways and they each pay $25. Their server takes their money to the cashier, who then decides to give them a $5 discount, of which he keeps $2 for himself and sends $3 back to the table. Each of the men at the table receives $1 back which then means they each only paid $24.
$24 x 3 men at the table = $72.
$72 + the $2 the cashier kept brings the grand total to $74

What happened to the other dollar??
HAHAH you bastard. I was just about to post that one!! Well a slightly different setup but same issue.
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      03-17-2009, 09:49 PM   #28
radix
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Quote:
Originally Posted by guardianangel3290 View Post
Ok, 3 guys go out to eat and their tab comes out to $75. They split the check 3 ways and they each pay $25. Their server takes their money to the cashier, who then decides to give them a $5 discount, of which he keeps $2 for himself and sends $3 back to the table. Each of the men at the table receives $1 back which then means they each only paid $24.
$24 x 3 men at the table = $72.
$72 + the $2 the cashier kept brings the grand total to $74


What happened to the other dollar??

You math'ed it out of existence. LOL

70 / 3 = 23.33 (price actually paid per person for food)
2 / 3 = .66 (cost of cashier theft, per person)
3 / 3 = 1 (amount brought back to table by waiter, per person).

So in essence, each person actually paid $23.33 for the meal, suffered $0.66 theft, and was refunded one dollar.

(23.33 * 3) + (0.66 * 3) + (1 * 3) = 75
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      03-17-2009, 10:17 PM   #29
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Quote:
Originally Posted by andrew@Karbonwerke View Post
This one is old, but not alot of people get it......


There are two rooms. One room has 3 light switches, the other room has three lights. There's one door connecting the rooms together. There are no windows or anything on the walls.

You're in the room with the switches....your objective is to figure out which light switch turns on what light by only opening/going thru the door once.

How is this achieved?
turn on switch A for an hour. shut off switch A and turn on switch B. now enter the door. light A will be off, but hot to the touch. light B will be on. light C will be off and cool to the touch
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