The sequence shows the amount of water in each jar for each step: (1) 7-13-0; (2) 19-1-0; (3) 12-1-7; (4) 12-8-0; (5) 5-8-7; (6) 5-13-2; (7) 18-0-2; (8) 18-2-0; (9) 11-2-7; (10) 11-9-0; (11) 4-9-7; (12) 4-13-3; (13) 17-0-3; (14) 17-3-0; (15) 10-3-7; (16) 10-10-0.
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 quarters Three nickels Three pennies
1 milliliter (ml) equals 0.001 liter (l). Therefore, to convert an amount in milliliter to liter, multiply it by 0.001, which is the same as dividing it by 1000. Using that method, you'll find that 8700 milliliters equal 8.7 liters.
you use the 4 litre bucket to feel the 9 litre bucket then empty the 9 when it is full till you end up with 6 in it as follows you put 2 buckets of 4 into 9 then 1 litre from 4 to fill 9 then empty 9 put remaining 3 into 9 put 4 more in then 2 to fill 9 and empty put remaining 2 in then 4 more giving you 6 litres ---------------------------------------------------------------------------- My way: (Mechanical Engineering Student) Take the 9l bucket filled to capacity and use it to fill the 4l bucket twice leaving you with 1l remaining in the 9l bucket. Next, pour that 1l into the 4l bucket. Fill the 9l to capacity again. Using the 9l bucket fill the 4l bucket to capacity leaving you with 6l total in the 9l bucket.
It is 5.50,5.75,5.25
You cannot. Each of the three containers has a capacity of an even number of litres. Their sums and differences will always be even. There is, therefore, no way to measure out an odd number of litres using them.
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.
* Fill 4 liter jug. * Empty the 4 liter jug into the 5 liter jug. * Again fill 4 liter jug. * Fill up the 5 liter jug with the 4 liter jug. * There are now 3 liters in the 4 liter jug.
Fill the 9 liter jugPour 4 liters off (into the 4 liter jug)Empty the 4 liter jugOf the remaint 5 liters in the 9 liter jug, fill the 4 liter jugEmpty the 4 liter jugPour the remaining 1 liter into the 4 liter jugFill the 9 liter jugPour off 3 liters by filling the 4 liter jug which already has 1 liter in itThe 9 liter jug now holds 6 liters
Fill the 4 liter with water and empty into the 3 liter, leaving one liter in the 4 liter receptacle. Dump the 3 liter water, and pour the remaining one liter from the 4 liter into the 3 liter. Fill the four liter and dump into 3 liter until full. You now have added two liters to the 3 liter receptacle and 2 liters remain in the 4 liter receptacle.
Fill the 5 liter container.Pour it into the 8 liter container.Fill the 5 liter container again.Pour it into the 8 liter container again, but stop when the 8 liter container is full.The 5 liter container now contains 2 liters.
Fill a container three times using the 7-liter jar (which will give you 21 liters), then take out water with the 11-liter jar (which will give you 10 liters).
Fill the 7 L. Pour from the 7 L into the 3 L and empty the 3 L. Pour from the 7 L into the 3 L again and empty the 3 L again. Pour from the 7 L into the 3 L again and leave it. Fill the 7 L again. Use it to top up the 3 L. What you have left in the 7 L is 5 L.
Harry was paid to distribute the leaflets. It means to give and hand out. OR The dealer's job is to distribute cards to the other players.
No, it will not take up an empty ethernet port.
I went to the store for a l. of milk.
We looked contently at the empty plates.