conversions
The number of particles in one mole.
6.02 x 1023 particles
To change from the mass of a substance to the number of particles you should do these two general steps.
1 divide by the molar mass
2. multiply by 6.02 x 1023
What is the mass of 2x106 CO molecules?
9x10-17 g
True or false: The empirical formula shows the lowest ratio of the elements in a compound.
True
True or false: A molecular formula shows the ratio of elements that actually exist.
True
The mass of 2 moles of beryllium (Be)
18.02 g
The number of atoms in 24.02 g of Carbon.
1.2 x 1024 atoms
How many oxygen molecules are in 25 g of CO₂?
3.4x1023
What is the empirical formula of the following:
C3H6O3
C6H12O6
C5H10O5
CH2O
This would be the molecular formula for a compound with a molar mass of 88.12g/mol and an empirical formula of C2H4O
C4H8O2
The number of moles in 101.02 g of Sulfur
3.15 moles
The mass of
2.2 x 1024 atoms of iron (Fe).
204 g
What is the volume of 16.5g of AsH3 at STP?
4.74L
When calculating the empirical formula, a student determines that the substance has:
2.02 moles Chlorine,
2.02 moles Carbon, and
4.04 moles hydrogen.
ClCH2
A gas has an empirical formula of CH₂. Its molar mass is 4 times greater than the molar mass of C₂H₄. What is the molecular formula of the gas?
C8H16
The number of moles in 2.35 x 1024 atoms of sodium
3.9 moles
How many molecules are there in 75.0g of sugar (C12H22O11)?
1.32x1023 molecules
1.96g/L
This is the empirical formula of a substance that is composed of 1.11g Se and 1.61g F.
SeF6
This would be the molecular formula for a compound that has an empirical formula of CH, and 450mL of the gas at STP has a mass of 0.522g
C2H2
The mass of 7.80 moles of H2O2
265 g
What is the volume occupied by 10.0g of H2S at STP?
6.58L
What is the molar volume of gold, having a density of 19.31g/mL?
98.04mol/L
The empirical formula for a substance that is made of 48.6% carbon, 8.16% hydrogen, and 43.2 % oxygen.
C3H6O2
A compound contains only nitrogen and oxygen is 30.4% nitrogen by mass and 69.6% oxygen by mass. This is the molecular formula of the compound if the molecular molar mass is 92 g/mol.
N2O4