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Questions and Answers
Which of the following compounds has the same empirical formula as glucose?
Which of the following compounds has the same empirical formula as glucose?
A hydrocarbon contains 75% carbon. What is its molecular formula?
A hydrocarbon contains 75% carbon. What is its molecular formula?
An oxide of sulfur contains 50% sulfur. What is its formula?
An oxide of sulfur contains 50% sulfur. What is its formula?
A compound is found to contain 80% carbon and 20% hydrogen. What is its molecular formula?
A compound is found to contain 80% carbon and 20% hydrogen. What is its molecular formula?
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The simplest formula of a compound containing 45.2% nitrogen would be?
The simplest formula of a compound containing 45.2% nitrogen would be?
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Study Notes
Empirical Formulas and Molecular Formulas
- Glucose has the molecular formula C6H12O6; its empirical formula is CH2O, indicating the simplest whole-number ratio of atoms.
Hydrocarbon Composition
- A hydrocarbon with 75% carbon implies the remaining 25% is hydrogen.
- Use the ratio of masses to determine the molecular formula: C: 75g, H: 25g.
- The molar mass of carbon is 12 g/mol and hydrogen is 1 g/mol.
- Calculate moles: 75g C = 6.25 moles; 25g H = 25 moles.
- The simplest ratio results in a molecular formula of C3H4.
Sulfur Oxide Composition
- An oxide of sulfur with 50% sulfur means 50% is oxygen.
- Given that sulfur has a molar mass of approximately 32 g/mol and oxygen approximately 16 g/mol, the masses can help find the empirical formula.
- Calculate moles: 50g S = 1.56 moles S; 50g O = 3.12 moles O.
- The simplest and whole-number ratio gives the empirical formula as SO2.
Hydrocarbon from Carbon and Hydrogen
- A compound with 80% carbon and 20% hydrogen indicates a high carbon ratio.
- Calculate moles: 80g C = 6.67 moles; 20g H = 20 moles.
- This leads to a molecular formula of C4H10.
Nitrogen Compound
- A compound containing 45.2% nitrogen suggests the remainder is likely other elements (e.g., hydrogen or oxygen).
- Assuming the rest is hydrogen and a total composition of 100%, calculate: 54.8% hydrogen.
- Calculate moles: 45.2g N = 3.22 moles N; 54.8g H = 54.8 moles H.
- The simplest ratio leads to an empirical formula of NH2.
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Description
Test your knowledge on empirical formulas and molecular formulas with this quiz. Answer questions on compounds with the same empirical formula as glucose and determine the molecular formula of a hydrocarbon based on its carbon content. Challenge yourself and see how well you understand these concepts.