View Full Version : Logic and Mathematica Question #1
Desardes
25-02-03, 11:44 PM
Assalamua Alaikum,
Here is one of the many Puzzles/riddles or watever i've colected from class, LSAT preparation tests, etc. People will be notified if there's a prize to be won as a result of the question being answered.
Here is one that i remember which requires more Logic than Math:
1). You have a 3 liter bucket and a five-liter bucket <unmarked might i remind you> and an unlimited amount of water. How can you get an exact amount of 4 liters in total.
peace2u
27-02-03, 05:53 AM
fill each one up half way
almuslimoon
18-03-03, 02:11 PM
Originally posted by peace2u
fill each one up half way
Well Done peace2u
In my opinion the right answer should be :
Filled up the 3 litre up to the 2/3 and put this in the 5litre container, then filled up the 3litre again to 2/3 this will make 4litre in all.
yasin
abd.aziz
27-05-03, 09:13 PM
asselaamo alaykom.
the answer is :
1-fill the 3L bucket and empty it in the 5L bucket.
2-fill the 3L bucket again and empty it in the 5L bucket.
now you have 1L left in the 3L bucket.
3-empty the 5L bucket and fill it with 1L you had left in the 3L bucket.
4-fill the 3L bucket.
now you have the 3L bucket full + 1L in the 5L bucket = 4Liters.
PompOmp
27-05-03, 10:05 PM
Originally posted by abd.aziz
asselaamo alaykom.
the answer is :
1-fill the 3L bucket and empty it in the 5L bucket.
2-fill the 3L bucket again and empty it in the 5L bucket.
now you have 1L left in the 3L bucket.
3-empty the 5L bucket and fill it with 1L you had left in the 3L bucket.
4-fill the 3L bucket.
now you have the 3L bucket full + 1L in the 5L bucket = 4Liters.
Here's another way
1: fill the 5L bottle, and fill the 3L bottle from the 5L, leaving 2L in the 5L bottle.
2: Dump out the full 3L bottle, and pour the remaining 2L from the 5L bottle into the 3L bottle (making a 2L of water and 1L of air)
3: fill the 5L bottle and fill the 3L bottle with it, taking 1L from the 5L bottle, leaving 4L.
Bill
mansoor
29-05-03, 08:55 AM
yup more than one answer for this one
Wasn't this riddle in one of the "Die Hard" movies?
asslamaaulikum
yeh it was, if they didnt get it right they blew up:nervous:
wasslam
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