A dime weighs about 2.268 grams, and water weighs about 1 gram per milliliter. So, a 16.9 FL OZ bottle of water is about 500 grams. Therefore, you would need around 220 dimes to fill a 16.9 FL OZ bottle of water. But hey, who's counting?
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To determine how many dimes it would take to fill a 16.9 fl oz water bottle, we first need to calculate the volume of a dime. A dime has a diameter of 0.705 inches and a thickness of 0.053 inches, resulting in a volume of approximately 0.020 cubic inches. Next, we convert the volume of the water bottle to cubic inches, which is approximately 28.98 cubic inches. Dividing the volume of the water bottle by the volume of a dime gives us approximately 1449 dimes needed to fill the 16.9 fl oz water bottle.
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!
A label on a bottle bought in a shop would show the volume. If there is no label, fill the bottle with water to the top, then empty the water into a measuring jar or cylinder. The volume is then read off the scale marked on the measuring jar or cylinder.
I have filled up 3 quart jars Of quarters, their value range from 176 dollars to 198 dollars I am trying to fill a quart jar with dimes but that takes a long time. I suspect that the dimes Will be worth more than the quarters Because they pack together tighter.
Ten of them.
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.