>1) 29
>Three people check into a hotel. They pay $30 to the manager and go to
>their room. The manager finds out that the room rate is $25 and gives $5
>to the bellboy to return. On the way to the room the bellboy reasons
>that $5 would be difficult to share among three people so he pockets $2
>and gives $1 to each person. Now each person paid $10 and got back $1.
>So they paid $9 each, totalling $27. The bellboy has $2, totalling $29.
>Where is the remaining dollar?
Πουθενά
Είναι απλό: από τα λεφτά που πλήρωσε ο καθένας (δηλαδή $10) αφαιρούμε $1
για τον καθένα που πήραν πίσω και δεν προσθέτουμε, αλλά αφαιρούμε τα $2 που
πήρε το παιδί για τις δουλείες και έτσι έχουμε:
10 * 3 - 1 * 3 - 2 = $25, που είναι η πραγματική τιμή του δωματίου...
>2) Boxes
>Which Box Contains the Gold? Two boxes are labeled "A" and "B". A sign
>on box A says "The sign on box B is true and the gold is in box A". A
>sign on box B says "The sign on box A is false and the gold is in box
>A". Assuming there is gold in one of the boxes, which box contains the
>gold?
Αν το Α λέει αλήθεια, τότε και το Β λέει αλήθεια, το οποίο όμως λέει ότι το
Α λέει ψέματα, το οποίο δεν μπορεί να γίνεται, αφού υποθέσαμε ότι το Α λέει
αλήθεια. Άρα το Α λέει ψέματα. Άρα το χρυσάφι είναι στο κουτί Β.
>3) CAMELS
>An Arab sheikh tells his two sons to race their camels to a distant city
>to see who will inherit his fortune. The one whose camel is slower will
>win. The brothers, after wandering aimlessly for days, ask a wise man
>for advise. After hearing the advice they jump on the camels and race as
>fast as they can to the city. What does the wise man say?
Τους λέει να αλλάξουν καμήλες...
>4 ) children
>A man walks into a bar, orders a drink, and starts chatting with the
>bartender. After a while, he learns that the bartender has three
>children. "How old are your children?" he asks. "Well," replies the
>bartender, "the product of their ages is 72." The man thinks for a
>moment and then says, "that's not enough information." "All right,"
>continues the bartender, "if you go outside and look at the building
>number posted over the door to the bar, you'll see the sum of the ages."
>The man steps outside, and after a few moments he reenters and declares,
>"Still not enough!" The bartender smiles and says, "My youngest just
>loves strawberry ice cream." How old are the children? A variant of the
>problem is for the sum of the ages to be 13 and the product of the ages
>to be the number posted over the door. In this case, it is the oldest
>that loves ice cream. Then how old are they?
3, 4, 6 χρονών
>5) condoms
>How can a man have mutually safe sex with three women with only two
>condoms?
Αν χρησιμοποιήσει τα προφυλακτικά για να κάνει sex με τις δύο από μπροστά
και με την άλλη κάνει από πίσω...
>How can three men have mutually safe sex with one woman with two condoms
Αν οι δύο με τα προφυλακτικά της κάνουν από μπροστά και ο άλλος από πίσω...
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