1 gram of marijuana
1 dime is 1/1 of a dime.
The density of anything can be found using m/v=d. where m is mass, v is volume, and d is density. therefore you find the volume of the coin (whether it be penny, nickel, dime, quarter, or peso) and then mass the coin on a balance and work the problem out.
A dime is 10% of 1 dollar.
1 dime = 2 nickels
A dime is 10% of a dollar.
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.
To determine how many dimes can fit in a 1-gallon jar, 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 0.008 cubic inches. A gallon is equivalent to 231 cubic inches. By dividing the volume of the jar by the volume of a dime, we can estimate that around 28,875 dimes can fit in a 1-gallon jar.
1 dime/1 dollar = 10/100 = 1/10.1/10 is your answer.
1 dime = 10 cents in USA. and 100 cents = 1$
a dime 10cents a quarter 25cents a pennie 1 cent a nickel is 5 cents
a 1981 dime is 1-12 dollares
$1 = 10 dimes 1/10: = 0.1 * 100% = 10% 1 dime is 10% of $1.