Example: Algebra will show you how quickly the gallon will fill over time. Calculus will show you how quickly the gallon will fill over time while it is also being slowly drained.
# Fill the 4-gallon jug with water then put it in the 9-gallon jug. # Repeat this step. The 9-gallon jug now has 8 gallons. # Fill the 4-gallon jug a third time, but pour only enough into the 9-gallon jug to fill it completely with no overflow. # The 4-gallon jug now has three gallons. Put that water aside safely, then repeat 1-3 for a total of six gallons.
Assuming you go all the way to empty each time, you would need to fill up 1.3 times.
Fill the 3 gal pail and pour into the 5 gal pail. Refill the 3 gal pail and pour two gallons of it into the 5 gallon pail - filling the 5 gallon pail and leaving 1 gallon in the 3 gallon pail. Dump out the 5 gallon pail and pour the remaining 1 gallon from the 3 gallon pail into the 5 gallon pail. Fill the 3 gallon pail one more time and pour that into the 5 gallon pail with the 1 gallon already in it and you have 4 gallons.
I fill it one gallon at a time until it's full or call up the manufacturer. You could also try.. Measure distance from the middle of one panel to the middle of the opposite panel. Then measure the length of a side panel and multiply it by 1.5. Then measure the height of a side panel. Multiply those three numbers. If you used inches, divide by 231. If you used centimeters, divide by 3785. Round to the nearest gallon. And that's why I just fill it one gallon at a time until it's full or call up the manufacturer..
about 20 mins
1.5 hours
Example: Algebra will show you how quickly the gallon will fill over time. Calculus will show you how quickly the gallon will fill over time while it is also being slowly drained.
Fill a gallon bucket, timing how long it takes to do so. Then fill your hot tub using the same source... example: if you filled the bucket with a hose, then fill the tub using the same hose. Then time how long it takes to fill the tub and divide the time it takes to fill the tub by the time it takes to fill the bucket and then you know how many gallons it is.
# Fill the 4-gallon jug with water then put it in the 9-gallon jug. # Repeat this step. The 9-gallon jug now has 8 gallons. # Fill the 4-gallon jug a third time, but pour only enough into the 9-gallon jug to fill it completely with no overflow. # The 4-gallon jug now has three gallons. Put that water aside safely, then repeat 1-3 for a total of six gallons.
Fill the 3G can. Pour the contents into the 7G can. Fill the 3G can again. Pour the contents into the 7G can. Fill the 3G can a third time. Pour the contents into the 7G can until it is full. (The 3G can now has 2G remaining.) Empty the 7G can and pour the 2G into it. Fill the 3G can a fourth time. You now have a total of 5G in the two cans.
Prices of gasoline vary from time to time and place to place. Some sort of average was $2 per gallon
About ten and four minutes
The next time you fill up record the mileage. The next time after that record the mileage and the gallons it took to fill up. Then divide the mileage by the gallons and the answer will be the miles per gallon of that vehicle.
Assuming you go all the way to empty each time, you would need to fill up 1.3 times.
9180000 because the average bathtub holds approximately 270 liters
The US average in 1936 was 19 cents per gallon which was very expensive at that time. That would be about $3.21 per gallon in today's dollars (2014).