The volume is 2.5439333 cm
³.
A U.S. penny has a diameter of 19.05 mm and a thickness of 1.52 mm. The volume of a penny can be calculated using the formula for the volume of a cylinder, which is V = πr²h. This results in a volume of approximately 0.36 cubic centimeters (cm³).
The US one-cent coin is 0.750 inches in diameter and 0.061 inches thick,for a volume of 0.027 cubic inches.The UK plated-steel penny (one new pence) is 20.32 mm in diameter and 1.65 mm thick, for a volume of 0.535 cm3 or about 0.033 cubic inches.(see related question)
The volume of a single U.S. penny is approximately 0.36 cubic centimeters (cm³). Therefore, the volume of 20 pennies would be about 20 x 0.36 cm³, which equals 7.2 cm³.
To calculate the number of pennies needed to fill a 7-gallon jug, we need to consider the volume of a penny. A penny has a volume of approximately 0.36 cubic centimeters. One gallon is equivalent to approximately 3785 cubic centimeters. Therefore, a 7-gallon jug would have a volume of 26,495 cubic centimeters. Dividing the volume of the jug by the volume of a penny gives us approximately 73,597 pennies needed to fill a 7-gallon jug.
0.02196855 cubic inches
The density of two pennies would be greater than the density of one penny, as the mass of two pennies is double that of one penny while their volume remains the same. Therefore, the total mass is concentrated in a smaller volume, resulting in a higher density.
A U.S. penny has a diameter of 19.05 mm and a thickness of 1.52 mm. The volume of a penny can be calculated using the formula for the volume of a cylinder, which is V = πr²h. This results in a volume of approximately 0.36 cubic centimeters (cm³).
It has 0.35cm3
To find the density of a penny, you would measure its mass using a scale, then measure its volume by water displacement or using a caliper to measure its dimensions. Divide the mass by the volume to calculate the density of the penny.
The US one-cent coin is 0.750 inches in diameter and 0.061 inches thick,for a volume of 0.027 cubic inches.The UK plated-steel penny (one new pence) is 20.32 mm in diameter and 1.65 mm thick, for a volume of 0.535 cm3 or about 0.033 cubic inches.(see related question)
To find the volume of a penny, you can use the formula for the volume of a cylinder, which is V = π * r^2 * h, where r is the radius of the penny and h is the thickness. The radius of a penny is approximately 0.75 cm, and the thickness is around 0.0598 cm, so you can plug these values into the formula to calculate the volume.
The volume of a single U.S. penny is approximately 0.36 cubic centimeters (cm³). Therefore, the volume of 20 pennies would be about 20 x 0.36 cm³, which equals 7.2 cm³.
To calculate the number of pennies needed to fill a 7-gallon jug, we need to consider the volume of a penny. A penny has a volume of approximately 0.36 cubic centimeters. One gallon is equivalent to approximately 3785 cubic centimeters. Therefore, a 7-gallon jug would have a volume of 26,495 cubic centimeters. Dividing the volume of the jug by the volume of a penny gives us approximately 73,597 pennies needed to fill a 7-gallon jug.
To determine how many pennies fit in 1357 cubic inches, we first need the volume of a single penny. A penny has a diameter of 0.75 inches and a thickness of 0.0598 inches, giving it a volume of approximately 0.36 cubic inches. Dividing 1357 cubic inches by the volume of one penny, we find that approximately 3,771 pennies can fit in 1357 cubic inches.
0.02196855 cubic inches
The diameter of a U.S penny is 19.05 millimeters; one U.S. penny has a thickness of 1.55 millimeters. Here are the steps for calculating the volume of 25 U.S. pennies and converting the answer into cubic centimeters. First, go ahead and convert the measurements mentioned above from millimeters into centimeters, otherwise the final answer will be in cubic millimeters:19.05 millimeters = 1.905 centimeters (diameter of penny)1.55 millimeters = 0.155 centimeters (thickness of penny) Next, find the thickness of 25 pennies:0.155 x 25 = 3.875 centimetersNext, find a penny's radius by dividing its diameter by 2; a radius is half of a diameter:1.905/2 = 0.9525 centimetersNext, find the area of a penny's face using the formula: pi (3.14) multiplied by the square of the radius:0.9525 x 0.9525 x 3.14 = 2.84878462 square centimetersFinally, find the volume of 25 pennies by multplying the area of a penny's face by the thickness of 25 pennies:2.84878462 x 3.875 = 11.0390404 cubic centimeters (this is the volume of 25 U.S. pennies).9 cubic centimeters
The current British Penny (1992 to present) is - 20.3mm in diameter (radius = 10.15mm) and is 1.65mm thick (height). Volume = Height x Pi (Radius x Radius) Volume = 1.65 x 3.14 (10.15 x 10.15) Therefore the volume is a smidgeon greater than 534 cubic mm.