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Pouring water I.
#21
Posted 18 December 2007 - 04:19 PM
#22
Posted 23 December 2007 - 07:05 PM
#23
Posted 26 December 2007 - 07:44 PM
Then pour the water from the 3 liter in the 5 liter. you now have 2 liter of water space left in the 5 liter jar.
You fill the 3 liter with water again
Then you pour water from the 3 liter container into the 5 liter comtainer
when the 5 liter is full you know you have ONE liter left in the 3 liter container.
#24
Posted 26 December 2007 - 08:58 PM
Just curious. Why would you not just spill the 5 into the 3 catching the overspill both times? Seems the easiest to me.
Because what makes the riddle challenging is you don't have anything besides the 3 litre and 5 litre bowls to hold water in.
#25
Posted 02 January 2008 - 05:35 PM
Then pour the water in bowl to 5litres bowl
Then fill the 3ltrs bowl again and pour the water in 5ltr bowl
they left 1ltr of water in 3ltr bowl.
Empty the 5ltr bowl and then pour the 1ltr in that bowl.Again fill the 3ltr bowl full of water.
Then pour the entire water in the 5ltr bowl.it will contain exact 4ltrs of water.
#26
Posted 18 January 2008 - 04:18 AM
#27
Posted 18 January 2008 - 04:28 AM
#28
Posted 21 January 2008 - 10:19 PM
Fill the 5L bowl, then fill the 3L bowl with water out of the 5L bowl to leave 2L in the 5L bowl.
Dump the 3L bowl and pour the 2L of water from the 5L bowl into the 3L bowl. You now have 2L of water in the 3L bowl (room for 1 more)
Fill the 5L bowl again and then fill the 3L bowl with water out of the 5L bowl. Tadah!!! 5 - 1 = 4.
#29
Posted 05 February 2008 - 08:07 PM
Pouring water I. - Back to the Water and Weighing Puzzles
If you had a 5-litre and a 3-litre bowl and access to water. How would you measure exactly 4 litres?Spoiler for Solution
That's a good answer but try measuring four liters without wasting any water. Assume there is a drought. The solution is possible.
#30
Posted 05 February 2008 - 11:07 PM
I forgot to mention that you must assume that the bowls are the same sizea although not same in volume.That's a good answer but try measuring four liters without wasting any water. Assume there is a drought. The solution is possible.
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