NoCage
formerly SouthernFJR
This is a quirk of mathematics that I heard several years ago, and don't really have a good explaination for it. Anyone?
Three people traveling together check into a hotel and will share the same room. The clerk charges them $30 total for the night, so each person pays $10. After they check in, the clerk realizes that the room should only be $25. The clerk gives the bell boy $5 to return to the guests. He decides to give each guest $1 (total of $3) and keep the other $2 for himself.
So, if each guest paid $10, and then got $1 back, they each ended up paying $9. 3x9=27... 27+2 (that the bell boy kept) = $29.
Where's the other dollar? I don't know the answer.
Three people traveling together check into a hotel and will share the same room. The clerk charges them $30 total for the night, so each person pays $10. After they check in, the clerk realizes that the room should only be $25. The clerk gives the bell boy $5 to return to the guests. He decides to give each guest $1 (total of $3) and keep the other $2 for himself.
So, if each guest paid $10, and then got $1 back, they each ended up paying $9. 3x9=27... 27+2 (that the bell boy kept) = $29.
Where's the other dollar? I don't know the answer.