1. Calculate the number of moles in each of the following masses:
- 0.039g of palladium = 3.665×10-4 moles
- 0.0073kg of tantalum
- 3.37 x 10-6 g of molybdenum = 3.513×10-8 moles
- 1.06 x 1023 atoms of tungsten
- 3.008 x 1019 atoms of silver = 4.997×10-5 moles
- 7.04g of Lead (II) Nitrate, Pb(NO3)2
Molar mass =331.2 g/mol
Moles = 0.0213 moles
- 0.00322g of stearic acid, C17H35COOH
- 5000Kg of Iron(III) Oxide, Fe2O3
2. Calculate the number of atoms in each of the following:
- 17.0 mol of germanium
- 0.0019 mol of zirconium
- 812g of gold atoms = 2.482×1024
- 2.00 x 102 mg of americium
- 10.09 kg of neon
3. Calculate the mass of each of the following:
- 550 mol of aluminium
- 7 mol of titanium
- 0.0091 mol of retinoic acid, C20H28O2
- 12.0 mol of ethylamine, C2H5NH2
- 9.96 x 1026 atoms of tellurium
- 2.94 x 1017 atoms of hafnium
4. Calculate the number of molecules in each of the following: moles x Avog # = molec.
- 4.27 mol of tungsten(VI) oxide, WO3
4.27mol x 6.02×1023 = 2.571×1024
- 72.5 mol of toluene, C6H5CH3
- 1500 mol of hydrazine, N2H4
- 285g of Iron (III) phosphate, FePO4 First find molar mass. Second,
Convert g of FePO4 to moles of FePO4 and then multiply moles x Avog. # =
- 4.6 x 10-4g of mercury (II) acetate, Hg(C2H3O2)2
5. Calculate the number of specified atoms in each of the following:
- Tungsten in 4.27 mol of tungsten(VI) oxide, WO3 = 2.5705×1024 atoms
- Carbon in 72.5 mol of toluene, C6H5CH3 = 3.0552×1026 atoms
- Hydrogen in 1500 mol of hydrazine, N2H4 = 3.612×1027 atoms
- Oxygen in 285g of Iron (III) phosphate, FePO4
- Hydrogen in 4.6 x 10-4g of mercury (II) acetate, Hg(C2H3O2)2
6. Calculate the percentage of the given element or molecule in each:
- nitrogen in urea, NH2CONH2 %N=(28/60)x100=46.67%
- sulfur in sulfuryl chloride, SO2Cl2 32.18%
- bromine in calcium bromide, CaBr2 79.95%
- water in sodium chloride hexahydrate, SrCl2.6H2O 40.52%
- water in beryllium nitrate trihydrate, Be(NO3)2.3H2O 28.88%
7. Cinnabar is a mineral that is mined in order to produce mercury. Cinnabar is mercury (II) sulfide, HgS. What mass of mercury can be obtained from 50g.
8. A sample of Ag2S has a mass of 62.4g. what mass of each element could be obtained by decomposing this sample?
9. Determine the Empirical Formula for the following:
- 28.4% copper, 71.6% bromine CuBr2
g based on 100g sample | moles | ||
Cu | 28.4g | 0.447 | 1 |
Br | 71.6g | 0.896 | 2 |
- 39.0% potassium,12.0% carbon, 1.01 % hydrogen, 48.0% oxygen.
The data was corrected
KHCO3
- 77.3% silver, 7.4% phosphorous, 15.3% oxygen
Ag3PO4
10. Calculate the mass of the given element in each of the following:
- Chromium in 1.00 kg sodium dichromate (Na2Cr2O7) 397g
First Find % Cr in the compound (that is % composition of Cr)
Second, multiply the % times 1000g of the Na2Cr2O7.
- Nitrogen in 85.0 mg of the amino acid lysine, C6H14N2O3 16.3mg
- Cobalt in 2.84 g of cobalt(II) acetate, Co(C2H3O2)2 0.945g
11. Determine the empirical formula for compounds that have the following analyses
a. 28.4% copper, 71.6% bromine CuBr2
b. 39.0% potassium, 12.0% carbon, 1.01% hydrogen, 47.9% Oxygen KHCO3
c. 77.3% silver, 7.4% phosphorous, 15.3% oxygen Ag3PO4
d. 0.57% hydrogen, 72.1% iodine, 27.3% oxygen HIO3
12. Determine the molecular formula of each unknown substance:
a. Empirical formula CH2 and experimental molar mass 28g/mol C2H2
b. Empirical formula C2HCl and experimental molar mass 179g/mol C6H3Cl3
c. Empirical formula C6H8O and experimental molar mass 290g/mol C18H24O3
13. A 0.400g sample of a white powder contains 0.141g of potassium, 0.115g of sulfur and 0.144g of oxygen. What is the empirical formula for the compound?