The average stack of 5 pennies is 7 mm tall.
A roll of quarters contains 40 quarters, which equals $10. The height of a roll of quarters is approximately 1 inch. Therefore, there are about 1 inch in a standard roll of quarters.
If you look at the formulas for volume of a cone and volume of a cylinder you can see that a cone will fit in exactly three times if the height and radius of the cone and cylinder are equivalent. A cone has the equation: (1/3)*pi*(r^2)*h=Volume. And a cylinder has the equation: pi*(r^2)*h=Volume. With h equaling height and r equaling radius, you can see that 3*(Volume of a cone)=Volume of a cylinder. Therefore, the cone would fit in three times if height and radius are equivalent for the two figures.
A US penny is 1.55mm thick. Thus a stack of 1,000,000 pennies would be 1,550,000mm, or 1.55 kilometers (0.963 miles) high. A Canadian penny is 1.45mm thick. Thus a stack of 1,000,000 pennies would be 1,450,000mm, or 1.55 kilometers (0.901 miles) high. A post-1992 British penny is 1.65mm thick. Thus a stack of 1,000,000 pennies would be 1,650,000mm, or 1.65 kilometers (1.025 miles) high.
A penny has a thickness of 1.55 mm, so 5 cm = 50 mm. (50 mm)/(1.55 mm) = 32.26, so 32 pennies will be slightly less than 5 cm (4.96 cm)
1ft
35 mm
The average stack of 5 pennies is 7 mm tall.
42
A roll of quarters contains 40 quarters, which equals $10. The height of a roll of quarters is approximately 1 inch. Therefore, there are about 1 inch in a standard roll of quarters.
A cylinder with a radius of 2 inches and a height of 6 inches has a surface area equaling 100.53 square inches.
Assuming each quarter has a thickness of 1.75 mm, the stack of 10,000 quarters would be 17,500 mm or 17.5 meters in height.
Many countries use pennies as their currency but these are of different sizes. So the answer depends on which country you are talking about.
Two quarters put together! Two quarters put together! Two quarters put together!
His height is 6 ft 3 quarters of an inch. His weight is one million pounds.
If you look at the formulas for volume of a cone and volume of a cylinder you can see that a cone will fit in exactly three times if the height and radius of the cone and cylinder are equivalent. A cone has the equation: (1/3)*pi*(r^2)*h=Volume. And a cylinder has the equation: pi*(r^2)*h=Volume. With h equaling height and r equaling radius, you can see that 3*(Volume of a cone)=Volume of a cylinder. Therefore, the cone would fit in three times if height and radius are equivalent for the two figures.
You can get a stack of pennies, measure the height of the stack and then divide by the number of pennies. You can also get the thickness by treating the penny as a cylinder, calculating the area of the face of the penny, then putting a whole lot of them in water, measuring the change of volume to get the total volume of all pennies, then divide by the number of pennies and divide again by the area of the penny to get the thickness.