The answer will depend on whether you mean UK pennies and the Imperial gallon or US pennies (which are actually cents) and a measure that is a smaller gallon, or a penny from some other country and yet another arbitrary measure which is called a gallon!
1000s
Fill the 5 litre bottle. Use the 5 L bottle to fill the 3 L bottle. Pour out the water from the 3 L bottle. Pour the last 2L from the 5 L bottle into the 3 L bottle Now fill the 5 L bottle from the tap. 5L + 2L = 7L.
Assuming an average bathtub has a volume of around 40-60 gallons, which is equivalent to 5,120-7,680 cups of water. A single cup can hold approximately 16 pennies, so the total number of pennies that can fill the average bathtub would be around 81,920-122,880 pennies. This calculation is based on the assumption that the pennies are stacked neatly and compactly without any gaps.
32,000, $320.00
To calculate the number of pennies needed to fill a 1.75 liter bottle, we first need to determine the volume of a single penny. A US penny has a volume of approximately 0.36 cubic centimeters. Next, we convert the volume of the bottle to cubic centimeters, which is 1750 milliliters or 1750 cubic centimeters. Finally, we divide the volume of the bottle by the volume of a penny to find out how many pennies will fit, which is approximately 4861 pennies.
Fill Bottle 7 . . . then use bottle 7 to fill bottle 5 . . Empty bottle 5 and put the remaining two litres from bottle 7 into bottle 5 . . Fill bottle 7 then use bottle 7 to fill bottle 5 . . empty bottle 5 . . Fill bottle 5 with the remaining 4 litres in bottle 7 . . fill bottle 7 and then use bottle 7 to fill bottle 5 . . this will leave you with 6 litres in bottle 7 . . Done
The answer will depend on whether you mean UK pennies and the Imperial gallon or US pennies (which are actually cents) and a measure that is a smaller gallon, or a penny from some other country and yet another arbitrary measure which is called a gallon!
Oh, dude, I mean, technically speaking, you could fit around 8,000 pennies in a 1.75 liter bottle if you stack them perfectly. But like, who's really gonna sit there and count out all those pennies just to see if they fit? Maybe just toss in a handful and call it a day.
The tenth glass from a bottle that does not quite fill the glass and so another bottle is used to fill.
Fill Bottle 7 . . . then use bottle 7 to fill bottle 5 . . Empty bottle 5 and put the remaining two litres from bottle 7 into bottle 5 . . Fill bottle 7 then use bottle 7 to fill bottle 5 . . empty bottle 5 . . Fill bottle 5 with the remaining 4 litres in bottle 7 . . fill bottle 7 and then use bottle 7 to fill bottle 5 . . this will leave you with 6 litres in bottle 7 . . Done and Done lol 2nd solution: step 01.: fill bottle 5 (0;0 >> 0;5) step 02.: put bottle 5 to 7 (0;5 >> 5;0) step 03.: fill bottle 5 (5;0 >> 5;5) step 04.: put bottle 5 to 7 (5;5 >> 7;3) step 05.: empty bottle 7 (7;3 >> 0;3) step 06.: put bottle 5 to 7 (0;3 >> 3;0) step 07.: fill bottle 5 (3;0 >> 3;5) step 08.: put bottle 5 to 7 (3;5 >> 7;1) step 09.: empty bottle 7 (7;1 >> 0;1) step 10.: put bottle 5 to 7 (0;1 >> 1;0) step 11.: fill bottle 5 (1;0 >> 1;5) step 12.: put bottle 5 to 7 (1;5 >> 6;0) Done
Fill the 5l bottle Pour the 5l into the 7l bottle Fill the 5l bottle Pour 2l from the 5l bottle to the 7l bottle, leaving 3l in the 5l bottle Empty the 7l bottle Pour the 3l into the 7l bottle Fill the 5l bottle Pour the 5l into the 7l bottle leaving 1l in the 5 ll bottle Empty the 7l bottle Pour the 1l into the 7l bottle Fill the 5l bottle Pour the 5l bottle in the 7l bottle which makes 6l in the 7l bottle! Hard work for just 6l!
follow the directions on the bottle. If it says fill up, then fill up.
A 5-gallon Sparkletts bottle can hold about 9795.5 cubic inches. Assuming the average volume of a U.S. coin is about 0.3 cubic inches, you would need approximately 32,652 coins to fill the bottle. The total value would depend on the mix of coins (pennies, nickels, dimes, quarters, etc.) and could range from around $326.52 to over $3,265.20.
You use the coolent reservoir bottle to fill the radiator. It should fill the rad before it fills the bottle.
The air in the balloon will have a difficult time expanding to fill the bottle because the bottle is already filled with air at atmospheric pressure, which creates resistance. The pressure inside the balloon needs to overcome the pressure inside the bottle in order for the balloon to expand and fill the bottle.
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......