1)Transfer 7 liters from the 12-liter jar into the 7-liter jar.
We now have 5 liters in the 12-liter jar and 7 liters in the 7-liter jar. The 5-liter jar is empty, as of now.
2)Transfer 5 liters from the 7-liter jar into the 5-liter jar.
The 12-liter, 7-liter, 5-liter jars now contain 5, 2 and 5 liters respectively.
3)Empty the contents of the 5-liter jar into the 12-liter jar.
The 12, 7, 5- liter jars now contain 10, 2 and 0 liters respectively.
4)From the 7-liter jar, take out 5 liters and pour 7 liters from the 12-liter jar into the 7-liter jar.
We now have 3 liters in the 12-liter jar and 7 in the 7-liter one, while the 5-liter jar has only two liters in it.
5)Fill up the remainder of the 5-liter jar using the 7-liter jar.
That leaves us with 3 liters on the 12-liter jar and 4 liters in the 7-liter jar. The 5-liter jar is full.
6)Pour the contents of the 5-liter jar into the 12-liter jar.
There are 8 liters in the 12-liter jar and 4 liters in the 7-liter jar, while the 5-liter jar is empty.
7)Pour the 4 liters that are in the 7-liter jar into the 5-liter jar.
We now have 8 liters in the 12-liter jar and 4 liters in the 5-liter jar. The 7-liter jar is empty.
8)Fill the 7-liter jar using the 12-liter jar.
There is now only 1 liter in the 12-liter jar and 7 liters in the 7-liter jar and 4 liters in the 5-liter jar.
9)Fill up the 5-liter jar using the 7-liter jar.
There is now 1 liter in the 12-liter jar and 6 liters in the 7-liter jar and 5 in the 5-liter jar.
NOTE: This might not be the only way, or the shortest way to do it.
two liters of sand :)
This method works with any such problem, as long as the two buckets' liter-capacities (or gallon capacities, etc.) have no common factors, or else the common factors are also factors of the amount you're trying to measure. Fill the 7-liter bucket, and empty 5 liters of it into the 5-liter bucket; then dump out the 5 liters. Two liters will remain in the 7-liter bucket; transfer them to the 5-liter bucket. Fill the 7-liter bucket again, and empty enough of the bucket into the 5-liter bucket to fill it. That should only be 3 liters transfered, leaving 4 liters left in the 7-liter bucket. QED.
7/10 full means 3/10 empty.3/10 of 2.5 litres = 3 x 0.25 = 0.75 litre
For the sake of this question I will call the 5 liter jar X and the 7 liter Jar Y . Step 1: You fill Y, and pour it into X, filling X and leaving Y with 2 liters (7-5=2) then dump X. You are left with empty X and 2 liters in Y . Step 2 Dump the 2 liters in Y into X which should be empty. Then fill Y again. then pour Y into X filling the rest of the X and and leaving 4 liters in Y (7-3=4) then dump X. You are left with empty X and 4 liters in Y . Step 3 Pour Y into X so X should have 4 liters in it and Y should be empty. Refill Y You are left with 4 liters in X and 7 liters in Y . Step 4 Pour Y into X filling X and leaving 6 liters in Y, Dump out X. Pour Y into X again filling X, this time leaving only 1 liter in Y. You are left with empty X and 1 liter in Y . Step 5 Pour Y into X, now X has only one liter in it. Fill Y. X has 1 liter Y has 7 totaling 8. . Steps Fill y(7). Pour Y(2) in X(5). Dump X(0). pour Y(0) in X(2). Fill Y(7). Pour Y(4) in X(5). Dump X(0). Pour Y(0) in X(4). Fill Y(7). Pour Y(6) in X(5). Dump X(0). Pour Y(1) in X(5). Dump X(0). Pour Y(0) in X(1). Fill Y(7). X(1) Y(7) remaining totaling (8)
Fill the seven litre jug. Empty into 9l jug. Refill 7 litre jug and empty into 9l jug. 7l jug now contains 5l, whilst 9l jug is full. Empty 9l jug. Pour contents of 7l jug into 9l jug. Refill 7l jug and empty into 9l jug. The remainder in the 7l jug will be 3 litres
7, 5 Liter jars 7, 0 = fill 7 liters jar 2, 5 = transfer to the 5 liters jar 2, 0 = emtry the 5 liters jar 0, 2 = transfter to 5 liters jar 7, 2 = fill in the 7 liter jar 4, 5 = transfer 7 liter to 5 liter jar 4, 0 = emtry to 5 liters jar 0, 4 = transfer to 5 liters jar 7, 4 = fill in 7 liter jar 6, 5 = transfer 7 liter to 5 liter jar Fill the 7 liter jar and tip into the 5liter jar. you now have 2 litres in the 7 liter jar, empty the 7 liter and tip the 2 liters into the 5liter jar. Fill the 7liter and tip into 5 liter, you now have 4 liters in the 7 liter jar, empty the 5 liter jar and put 4liters from 7 liter jar into it. Again fill the 7 liter jar, 1 more liter will fill the 5 liter jar so empty the 7 liter into the 5 liter, 6liters left in the 7 liter jar;-)
yes
1 cubic meter = 1,000 liters, regardless of what's in it. Even if it's empty.
one because then your stomach won't be empty
fill the 3 litre. empty this into the 8 litre. Fill the 3 litre, empty this into the 5 litre. Fill the 3 litre, empty as much as possible into the 5 litre, but you'll have one left. when you add this 1 to the 8 litre jug that you've already got 3 litres in already, this gives you 4 litres.
two liters of sand :)
1,000 milliliters = 1 liter 4,570 milliliters = 4.570 liters Regardless of what's in them. Even if they're empty.
Pounds is weight, liters are volume. They don't compare unless you also know the density of the liquid.
2 hours and 30 minutes at 4.5 liters 2 hours and 15 minutes at 5 liters
20 liters = 20,000 cc.Regardless of what's in it.Even if it's empty.
If completely empty it holds almost 12.If completely empty it holds almost 12.
Completely empty it will hold almost 9.Completely empty it will hold almost 9.