A US nickel has a radius of 10.6 mm and a thickness of 1.95 mm. Coins can be thought of as thin cylinders, so applying the formula for the volume of a cylinder ( π * r^2 * h), the volume is approximately 3.1416 * 10.6^2 * 1.95 = 688 cubic mm.
Yes, nickel is a substance and it had volume.
4.6 mm
The specific gravity of nickel can be calculated by dividing the density of nickel by the density of water at room temperature. First, find the density of water by dividing its mass (20.9 g) by its volume (20.9 mL). Then, find the mass of 2.35 cm3 of nickel by multiplying its volume by the density of water. Finally, divide this mass by the volume of nickel (2.35 cm3) to find the density of nickel.
The nickel's density is about 8.91 g/cm3
The atomic volume of nickel is approximately 6.59 cubic centimeters per mole.
First, calculate the volume of one nickel pyramid paper weight using the formula for the volume of a pyramid: (1/3) * base area * height. Then, multiply this volume by the density of nickel (8.9g/cm^3) to find the mass of one nickel pyramid paper weight. Finally, multiply this mass by 12 to find the total mass of a dozen such paper weights.
depends on the dimensions of the nickel coin....
To determine how many nickels will fit in a quart jar, we first need to know the volume of a nickel and the volume of a quart jar. A nickel has a diameter of 21.21 mm and a thickness of 1.95 mm, resulting in a volume of approximately 2.5 cubic centimeters. A quart jar has a volume of 946.35 cubic centimeters. By dividing the volume of the quart jar by the volume of a nickel, we can estimate that around 378 nickels will fit in a quart jar.
The atomic radius of nickel is 124 pm. To calculate the density of the metal, we first need to determine the volume of the unit cell, which can be calculated using the formula: volume = (edge length)^3. Then, the density can be calculated by dividing the atomic mass of nickel by the volume of the unit cell.
Silver is hard to work with so probably silver
Nickel smelting bulk involves processing nickel ores to extract the metal. The process can vary depending on the type of ore and the desired end products. It is common for nickel smelting to result in bulk gains as the process involves reducing the ore to extract the nickel, resulting in a reduced volume of material but a higher concentration of nickel.
To determine the number of nickels in a quart-size jar, we first need to calculate the volume of the jar in cubic inches. A quart is equivalent to 57.75 cubic inches. Next, we need to find the volume of a nickel, which is approximately 0.069 cubic inches. Dividing the volume of the jar by the volume of a nickel gives us around 837 nickels that can fit in a quart-size jar.