Atomic Volume (cc/mol): 6.6
The element with the highest atomic volume is francium, which is a highly reactive alkali metal. Francium has the largest atomic radius of all the elements, leading to a high atomic volume.
To calculate the atomic volume occupied by Pt, you can use the formula for the volume of a sphere, which is V = 4/3 * π * r^3. Given the atomic radius of Pt as 91.1 Å, you can substitute this value into the formula to find the atomic volume occupied by Pt.
Across a period in the periodic table, atomic volume generally decreases from left to right. This decrease occurs because as the atomic number increases, the number of protons and electrons also increases, leading to a stronger effective nuclear charge. This stronger attraction pulls the electrons closer to the nucleus, resulting in a smaller atomic radius and thus a lower atomic volume. Consequently, despite the addition of electrons, the overall atomic size contracts, leading to a decrease in atomic volume across a period.
There is no element with that atomic mass, the element that comes the closest is Ununbium with an atomic mass of 277.0.
To calculate the density of an element from the periodic table, you would need to know the element's atomic mass and atomic volume. The formula for density is mass divided by volume. You can find the atomic mass on the periodic table and calculate the volume using the element's atomic radius or other relevant data.
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Atomic Volume (cc/mol): 45.3
The volume of a nickel is 688.98 mm3 = 0.689 millilitres, approx. 2177 nickels would occupy a volume of 1.5 litres. However, in a bottle full of nickels, there will be a considerable amount of air space. The exact number of nickels can only be determined by repeated experiment (or simulation).
The element with the highest atomic volume is francium, which is a highly reactive alkali metal. Francium has the largest atomic radius of all the elements, leading to a high atomic volume.
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.
To determine how many nickels fit in a 2-liter bottle, we first need to know the volume of a nickel, which is approximately 0.76 cubic centimeters. A 2-liter bottle has a volume of 2,000 cubic centimeters. Dividing the bottle's volume by the volume of a nickel, about 2,632 nickels can fit in a 2-liter bottle, assuming optimal packing without any gaps.
To calculate the atomic volume occupied by Pt, you can use the formula for the volume of a sphere, which is V = 4/3 * π * r^3. Given the atomic radius of Pt as 91.1 Å, you can substitute this value into the formula to find the atomic volume occupied by Pt.
A 5-gallon jug can hold approximately 1,280 nickels. This estimate is based on the volume of a nickel, which is about 0.76 cubic centimeters, and the total volume of a 5-gallon jug, which is about 18,927 cubic centimeters. However, the actual number may vary depending on how the nickels are packed in the jug.
Depends on the can in question, since volume determines how many are inside.
an atom.
The atomic volume of uranium is 12,59 cm3/mol.
Across a period in the periodic table, atomic volume generally decreases from left to right. This decrease occurs because as the atomic number increases, the number of protons and electrons also increases, leading to a stronger effective nuclear charge. This stronger attraction pulls the electrons closer to the nucleus, resulting in a smaller atomic radius and thus a lower atomic volume. Consequently, despite the addition of electrons, the overall atomic size contracts, leading to a decrease in atomic volume across a period.