Model mole-volume proportionality quickly. Solve unknown gas states, inspect scaling trends, export clean reports, and understand ideal behavior with examples.
This graph shows the direct proportional relationship between moles and volume under constant temperature and pressure.
| Case | Initial Volume | Initial Moles | Final Moles | Calculated Final Volume |
|---|---|---|---|---|
| Example 1 | 2.0 L | 0.50 mol | 1.25 mol | 5.0 L |
| Example 2 | 750 mL | 0.30 mol | 0.60 mol | 1500 mL |
| Example 3 | 0.90 L | 0.15 mol | 0.10 mol | 0.60 L |
| Example 4 | 1.20 m³ | 40 mol | 55 mol | 1.65 m³ |
Avogadro’s law states that, at constant temperature and pressure, gas volume is directly proportional to the number of moles.
Rearranged forms:
The calculator first converts volume inputs into liters for consistent computation, solves the selected unknown, then reports scale factors, percent changes, and ratio consistency checks.
It describes a direct proportional relationship between gas volume and number of moles when temperature and pressure remain constant.
Use it when one gas state is known and one variable in another state is missing, with unchanged temperature and pressure.
Internal conversion keeps calculations consistent and prevents ratio errors when initial and final volumes are entered using different units.
Yes. You can solve for initial volume, initial moles, final volume, or final moles by selecting the missing variable.
Then Avogadro’s law alone is not sufficient. You should use a combined gas law or ideal gas law approach instead.
Because volume is directly proportional to moles. Doubling moles doubles volume, so the relationship forms a straight line.
It is the volume-per-mole ratio, V/n. For valid constant conditions, this ratio should remain nearly identical between both states.
Exports help with lab records, homework checking, engineering notes, and sharing clean documentation of the solved gas-state comparison.
Important Note: All the Calculators listed in this site are for educational purpose only and we do not guarentee the accuracy of results. Please do consult with other sources as well.