To calculate the number of dimes that can fit in a 5-gallon jug, we need to determine the volume of a dime and then divide the total volume of the jug by the volume of a single dime. The volume of a dime can be approximated by its dimensions, which are about 1.35 mm in thickness and 17.91 mm in diameter. Using the formula for the volume of a cylinder (V = πr^2h), we can estimate that a dime has a volume of about 0.0000000007 cubic meters. A 5-gallon jug is equivalent to approximately 0.0189 cubic meters, so dividing the volume of the jug by the volume of a dime gives us an estimate of around 27 billion dimes that can fit in a 5-gallon jug.
Well, honey, a standard dime has a diameter of about 0.705 inches and a thickness of 0.053 inches. A 5-gallon jug has a volume of approximately 1,155 cubic inches. So, if we do the math, you could fit around 7,547 dimes in that jug if you stack them perfectly. But good luck getting them all in there without spilling a few!
More dimes since they are smaller.
I am not sure what a mike jug is but a 1-gallon jug will hold approx 930 jelly beans.
4,892
around 322
It would take 2.52 bottles to fill a gallon jug.
None if it is has been emptied
Approximately 7,500 pennies could fit in a three gallon jug.
More dimes since they are smaller.
2000
2385
I am not sure what a mike jug is but a 1-gallon jug will hold approx 930 jelly beans.
1 gallon = 4 quarters.
4,892
around 322
It would take 2.52 bottles to fill a gallon jug.
its obvious, quarters
To estimate how many dimes fit into a 5-gallon water jug, we can start by calculating the volume of both the jug and a dime: **Volume of a 5-gallon jug**: 1 gallon = 231 cubic inches So, 5 gallons = 5 × 231 = 1,155 cubic inches *Volume of a dime*: A dime has a diameter of about 0.705 inches and a thickness of about 0.053 inches. The volume ( V ) of a cylinder is given by the formula: [ V = \pi r^2 h ] where ( r ) is the radius and ( h ) is the height (thickness). Radius of a dime = 0.705 inches / 2 = 0.3525 inches Height (thickness) of a dime = 0.053 inches Volume of a dime: [ V = \pi (0.3525)^2 (0.053) \approx 0.0209 \text{ cubic inches} ] *Estimating the number of dimes*: Divide the total volume of the jug by the volume of a dime: [ \frac{1,155 \text{ cubic inches}}{0.0209 \text{ cubic inches per dime}} \approx 55,263 \text{ dimes} ] So, approximately 55,263 dimes can fit into a 5-gallon water jug, assuming efficient packing and no wasted space.