3 guys want to share a hotel room and the costs. The clerk charges them $30 ($10 apiece) and sends them up to their room so they can rest. Later he discovers that he's overcharged them for the room, the correct rate for that room is only $25 per night. He sends the bell hop up to their room with their $5 refund. On the way up to their room the bell hop is wondering how he's supposed to split $5 between 3 different guys. In order to avoid the hassle he pockets $2 of the $5, leaving a $3 refund to split between the 3 friends. He does this and leaves... everyone is happy right? Except for the mathematician... the 3 friends each paid $9 apiece for the room ($10 minus the $1 refund) which makes a total cost of $27 ($9 times 3) for the room. $27 plus the $2 the bell hop kept only equals $29 where'd the missing dollar go? In the mathematicians wallet, that's his cut for making you believe that numbers are perfect...
I once knew the solution, but now I've forgotten... Can someone help me?
Top answer
Anne, I too have heard this puzzle and I too know its solution. But I couldn't remember! I've been thinking for the past 10 min,.
— Bvpraveen
Anne, I too have heard this puzzle and I too know its solution.
But I couldn't remember!
I've been thinking for the past 10 min,.
but to no avail.
tic...
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The facts in this riddle are clear: There is an initial $30 charge. It should have been $25, so $5 must be returned and accounted for. $3 is given to the 3 friends, $2 is kept by the bellhop - there you have the $5. The trick to this riddle is that the addition and subtraction are done at the wrong times to misdirect your thinking - and quite successfully
0 Here is the solution : 02br 02br 00Each person's share is $9. So their total amount is $27. 02br 02br 00Here come the tricky part. Now we have to add the remaining $1 of each person, ie $3 rather than $2. The reason is that $27 includes $2 of bell boy and we are forced to think that we should add 2 with 27, which is the actual trap. 02br 01bl