Molar Ratio Calculator
Calculate target moles from balanced-equation coefficients and a known amount for faster, dependable stoichiometric conversions.
About molar ratios
Molar ratio examples
| Known amount and coefficients | Target amount | Context |
|---|---|---|
| 2 mol known, coefficients 2 and 3 | 3 mol target | A two-to-three stoichiometric relationship |
| 0.5 mol known, coefficients 1 and 2 | 1 mol target | The target coefficient doubles the known amount |
| 6 mol known, coefficients 3 and 2 | 4 mol target | The target amount follows a three-to-two ratio |
How to use a molar ratio
- Balance the chemical equation and identify the known and target substances.
- Enter the available amount of the known substance in moles.
- Enter the whole-number coefficient for each selected substance.
- Select Calculate target moles to apply the coefficient ratio.
Molar ratio FAQ
Where do molar ratio coefficients come from?
They are the numbers before chemical formulas in a balanced equation. If no number is written before a formula, its coefficient is one.
Can I use subscripts as coefficients?
No, subscripts describe the composition of one chemical formula and must not be copied into the coefficient fields. Balance the complete reaction first and use only the numbers placed before each substance.
Can the known amount contain a decimal?
Yes, a measured or calculated mole amount may be any positive number. The equation coefficients should remain positive whole numbers.
Does the result equal the actual laboratory yield?
The result is the theoretical amount implied by stoichiometry. Actual yield may be lower because of limiting reactants, incomplete reactions, impurities, or handling losses.
What if I know grams instead of moles?
Convert the known mass to moles by dividing it by that substance's molar mass. After applying the molar ratio, the target moles can be converted back to grams with the target molar mass.