1M to 0.1M in 100mL
Initial Concentration (C1): 1 M (Molar); Initial Volume (V1): 10 mL; Final Concentration (C2): 0.1 M (Molar); Final Volume (V2): 100 mL
Required Initial Volume (V1): 10 mL; Required Diluent Volume: 90 mL
Calculates the volume of stock solution needed to create a diluted solution of a desired concentration and volume using the formula C1V1 = C2V2.
Start with your values, or try a preset.
Enter Initial Concentration (C1), Initial Volume (V1), Final Concentration (C2), and Final Volume (V2) in the units shown.
Read Required Initial Volume (V1) and Required Diluent Volume 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.
Initial Concentration (C1): 1 M (Molar); Initial Volume (V1): 10 mL; Final Concentration (C2): 0.1 M (Molar); Final Volume (V2): 100 mL
Required Initial Volume (V1): 10 mL; Required Diluent Volume: 90 mL
Initial Concentration (C1): 5 M (Molar); Initial Volume (V1): 5 mL; Final Concentration (C2): 0.5 M (Molar); Final Volume (V2): 50 mL
Required Initial Volume (V1): 5 mL; Required Diluent Volume: 45 mL
Initial Concentration (C1): 2 M (Molar); Initial Volume (V1): 25 mL; Final Concentration (C2): 0.25 M (Molar); Final Volume (V2): 200 mL
Required Initial Volume (V1): 25 mL; Required Diluent Volume: 175 mL
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.