Empirical and molecular formula: Class 11 practice
The empirical formula is the simplest whole-number ratio of atoms. Read the method, follow the three worked examples, then try the six questions.
What you should know first
- Mole concept
The idea behind empirical and molecular formula
The empirical formula is the simplest whole-number ratio of atoms. From mass percentages, divide each by atomic mass, divide by the smallest, and round. Molecular formula = n × empirical, where n = molar mass ÷ empirical mass.
Step-by-step method
- Assume 100 g; % → grams.
- Divide by atomic masses to get moles.
- Divide by the smallest and round to whole numbers.
- n = M ÷ empirical mass.
Worked example 1 (Basic)
A compound contains 40% C, 6.67% H, 53.33% O and has molar mass 180 g/mol. Find its empirical and molecular formulae.
- Moles: C 3.333, H 6.667, O 3.333
- Ratio: C 1 : H 2 : O 1 → CH₂O
- n = 180/30 = 6
- Answer: Empirical CH₂O; molecular = (CH₂O)×6
Worked example 2 (Standard)
A compound contains 80% C, 20% H and has molar mass 30 g/mol. Find its empirical and molecular formulae.
- Moles: C 6.667, H 20
- Ratio: C 1 : H 3 → CH₃
- n = 30/15 = 2
- Answer: Empirical CH₃; molecular = (CH₃)×2
Worked example 3 (Challenge)
A compound contains 5.88% H, 94.12% O and has molar mass 34 g/mol. Find its empirical and molecular formulae.
- Moles: H 5.882, O 5.882
- Ratio: H 1 : O 1 → HO
- n = 34/17 = 2
- Answer: Empirical HO; molecular = (HO)×2
Common mistakes and misconceptions
- Rounding 1.5 to 2 instead of doubling
- Skipping the divide-by-smallest step
Practice questions
- (Basic) A compound contains 30.43% N, 69.57% O and has molar mass 46 g/mol. Find its empirical and molecular formulae.
- (Basic) A compound contains 30.43% N, 69.57% O and has molar mass 92 g/mol. Find its empirical and molecular formulae.
- (Standard) A compound contains 92.31% C, 7.69% H and has molar mass 78 g/mol. Find its empirical and molecular formulae.
- (Standard) A compound contains 82.76% C, 17.24% H and has molar mass 58 g/mol. Find its empirical and molecular formulae.
- (Challenge) A compound contains 92.31% C, 7.69% H and has molar mass 26 g/mol. Find its empirical and molecular formulae.
- (Challenge) A compound contains 85.71% C, 14.29% H and has molar mass 84 g/mol. Find its empirical and molecular formulae.
Answer key with full working
- Q1: Moles: N 2.174, O 4.348 → Ratio: N 1 : O 2 → NO₂ → n = 46/46 = 1 → Answer: Empirical NO₂; molecular = (NO₂)×1
- Q2: Moles: N 2.174, O 4.348 → Ratio: N 1 : O 2 → NO₂ → n = 92/46 = 2 → Answer: Empirical NO₂; molecular = (NO₂)×2
- Q3: Moles: C 7.692, H 7.692 → Ratio: C 1 : H 1 → CH → n = 78/13 = 6 → Answer: Empirical CH; molecular = (CH)×6
- Q4: Moles: C 6.897, H 17.241 → Ratio: C 2 : H 5 → C₂H₅ → n = 58/29 = 2 → Answer: Empirical C₂H₅; molecular = (C₂H₅)×2
- Q5: Moles: C 7.692, H 7.692 → Ratio: C 1 : H 1 → CH → n = 26/13 = 2 → Answer: Empirical CH; molecular = (CH)×2
- Q6: Moles: C 7.143, H 14.286 → Ratio: C 1 : H 2 → CH₂ → n = 84/14 = 6 → Answer: Empirical CH₂; molecular = (CH₂)×6
Syllabus note
This skill is listed under "Some Basic Concepts of Chemistry" for Class 11 in the NCERT/CBSE books. ICSE, IGCSE, IB and state boards may teach it in a different chapter or year.
Answers on this page are generated and automatically re-checked by a second, independent calculation. They have not been reviewed by a teacher — if you spot a problem, tell us on WhatsApp.
Related practice and notes
- Some Basic Concepts of Chemistry chapter notes (Class 11)
- Molarity of solutions
- Mass–mass stoichiometry
- Limiting reagent
- Theoretical and percentage yield
- Formula from combustion data
- Quantum numbers and orbitals
- Hydrogen spectrum and Rydberg formula
- Hybridisation and molecular shape (VSEPR)
- Hess's law and enthalpy of reaction
- All Class 11 practice
Frequently asked questions
Which chapter is empirical and molecular formula in?
"Some Basic Concepts of Chemistry", Class 11 Chemistry (NCERT/CBSE). Other boards may place it differently.
How were the answers checked?
Answers on this page are generated and automatically re-checked by a second, independent calculation. They have not been reviewed by a teacher — if you spot a problem, tell us on WhatsApp.