Assuming the jug was empty, it would require 1 litre. If the jug contained any amount of water, the requirement would be 1 litre minus however much was in the jug already.
There are two easy ways to do these with these resources: The first one is to simply fill the two litre bucket half full and fill the four litre bucket to the brim and then, all together, in both buckets you have five litres: Voila The second one is slightly more complex you fill the four litre bucket three quatre full and then fill the other bucket to the brim: Voila As well as these there are many more more complex answers to this questions
It is easiest to observe the volumes of the two and go from there. One liter of water is most easily observed by most students as exactly half of a two liter of soda. Water and soda have a similar density (mass divided by volume) so they will have a similar mass. Then compare the volume of 1 liter to the volume of a dinosaur. I believe even most baby dinosaurs were larger than a liter. Take into account that most land animals alive will have a density not too far from water (some people float and some sink). The animals that have a density that differs greatly from water will more often than not have a higher density than water and sink. So, because a dinosaur is SIGNIFICANTLY more voluminous than a liter, and we can speculate that they were at least the density of water if not more, its very safe to say that dinosaurs had many times the mass of 1 liter of water.
It depends on the size of the marbles and the dimensions of the one liter container. Most likely the sand would fill the void space between the marbles and the mixture would have a volume of one liter or slighty more.
Here's how to proceed:Fill container B with 3 liters.Pour the 3 liters from container B into container A.Fill container B again with 3 liters.Carefully pour from container B into container A, until container A is full.Container A already had 3 liters, so it only takes 2 more liters to fill it to 5 liters, leaving 1 liter remaining in container B.
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.
To calculate the number of quarters of milk needed to fill a 2-litre jug, we need to know the volume of 1 quarter. Assuming the standard volume of a quarter of milk is 1 liter, we can then determine that we would need 2 quarters of milk to fill a 2-liter jug.
There is most likely a more efficient way to do this, but this is the best I can do for now.Notation: ( x , y ) where x is the amount of water in the 5-liter container and y is the amount of water in the 7-liter container1. Fill the five-liter container ( 5 , 0 )2. Pour the five-liter container into the seven-liter container ( 0 , 5 )3. Fill the five-liter container ( 5 , 5 )4. Fill the seven-liter container with the five-liter container, leaving 3 liters in the five-liter container ( 3 , 7 )5. Pour out the seven-liter container ( 3 , 0 )6. Pour the five-liter container into the seven-liter container ( 0 , 3 )7. Fill the five-liter container ( 5 , 3 )8. Fill the seven-liter container with the five-liter container, leaving 1 liter in the five-liter container ( 1 , 7 )9. Pour out the seven-liter container ( 1 , 0 )10. Pour the five-liter container into the seven-liter container ( 0 , 1 )11. Fill the five-liter container ( 5 , 1 )12. Pour the five-liter container into the seven-liter container ( 0 , 6 )
More information is needed in order to answer this question. The size of the pond, preferably in square meters.
Fill the 7 liter bottle. Then put it into the 5 liter bottle. This leaves 2 liters in the big bottle. Empty the 5 liter bottle. put the remaining 2 liters into the 5 liter bottle. Fill the 7 liter bottle again. Again, put it into the 5 liter bottle. This will now leave 4 liters in the big bottle. Empty the 5 liter bottle. put the 4 liters in. Fill the 7 liter bottle one more time. put it into the 5 liter bottle. Since there were already 4 liters in the small bottle, it can only hold 1 more, leaving 6 liters in the big bottle. after that u will win it!!!!!!!! Fill the 5 liter bottle. Then put it into the 7 liter bottle. Fill the 5 liter bottle again and put it into the 7 liter bottle. This will leave 3 liter in the small bottle. Empty the 7 liter bottle and put the 3 liter water from 5 liter bottle to 7 liter bottle. Fill the 5 liter bottle again and put it in 7 liter bottle, only 1 liter will left in the 5 liter bottle. Empty the 7 liter bottle and put the 1 liter from 5 liter bottle to 7 liter bottle. Fill the 5 liter bottle again and empty it into the 7 liter bottle. You will end up with 6 liter in the 7 liter bottle. You Win......
Add 5 liters to the 7 liter bottle. Add 5 more to the 7 liter bottle; now you have 3 liters. Dump out the water from the 7 liter bottle. Then add the 3 liters to the 7 liter bottle. Fill the 5 liter bottle again and dump it into the 7 liter bottle. Dump out the water in the 7l bottle and add 1 liter to the 7 liter bottle. Add 5 liters to the 7 liter bottle and there you have it.
There are two easy ways to do these with these resources: The first one is to simply fill the two litre bucket half full and fill the four litre bucket to the brim and then, all together, in both buckets you have five litres: Voila The second one is slightly more complex you fill the four litre bucket three quatre full and then fill the other bucket to the brim: Voila As well as these there are many more more complex answers to this questions
One liter of water weighs more than 1 liter of ice. This is because water expands when it is frozen, thus the liquid water will have more water compared to the ice.
A liter of water at 20 C weights more.
Water because a liter is a measurement of space and not mass. Water occupying 1 liter of space is lots heavier than air occupying 1 liter of space. <><><><><> It depends on density. It is possible, given enough pressure, to have one liter of air weigh more than one liter of water.
The lower the temperature, the more close the molecules will be. Therefore the will be less molecules in ice than in water. So water will have more molecules per litre.
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;-)
Fill the 5 litre and empty into the 12 litres twice. Then fill it again and with this pour to the brim of the 12 litres. You are then left with 3 litres in the 5 litre jug. Because: 5+5+5=15, however you have only space for 12. i.e. 15-12 is 3