Example 1
Mass of Solute: 25 grams; Volume of Solution: 250 milliliters; Mass of Solution: 275 grams; Volume of Solute: 25 milliliters
Volume Percent (% v/v): 10 %; Mass Percent (% m/m): 9.09 %; Mass/Volume Percent (% m/v): 10 %
Calculates the mass/volume percent, mass percent, and volume percent of a solution.
Start with your values, or try a preset.
Enter Mass of Solute, Volume of Solution, Mass of Solution, and Volume of Solute in the units shown.
Read Volume Percent (% v/v), Mass Percent (% m/m), and Mass/Volume Percent (% m/v) in the results panel. Results update as you change the inputs.
Choose a preset to load an example, then adjust the values for your situation.
See the inputs and their calculated results.
Mass of Solute: 25 grams; Volume of Solution: 250 milliliters; Mass of Solution: 275 grams; Volume of Solute: 25 milliliters
Volume Percent (% v/v): 10 %; Mass Percent (% m/m): 9.09 %; Mass/Volume Percent (% m/v): 10 %
Mass of Solute: 5 grams; Volume of Solution: 100 milliliters; Mass of Solution: 105 grams; Volume of Solute: 5 milliliters
Volume Percent (% v/v): 5 %; Mass Percent (% m/m): 4.76 %; Mass/Volume Percent (% m/v): 5 %
Mass of Solute: 15 grams; Volume of Solution: 150 milliliters; Mass of Solution: 165 grams; Volume of Solute: 15 milliliters
Volume Percent (% v/v): 10 %; Mass Percent (% m/m): 9.09 %; Mass/Volume Percent (% m/v): 10 %
Find calculators for chemistry, biology, lab dilution, concentration, osmolarity, genetics, physics, and experimental planning.
Continue with another tool on a related topic.
Calculates the volume or number of moles of a gas at Standard Temperature and Pressure (STP). STP is defined as 0°C (273.15 K) and 1 atm pressure. This calculator uses the ideal gas law to perform these calculations.
Calculates the melting point of a substance based on the provided pressure. This calculator uses a simplified model and is most accurate for substances with well-defined melting points. Note: This calculator provides estimations and should not be used for critical applications.
Calculates the osmotic pressure of a solution using the van't Hoff equation. Osmotic pressure is the minimum pressure which needs to be applied to a solution to prevent the inward flow of water across a semipermeable membrane.
Calculates the Van't Hoff factor (i), which represents the number of particles a solute dissociates into in a solution. This factor is important in colligative properties calculations.