Concentrated HCl to 1 mol/L
- Input
- C1 = 12.08; C2 = 1; V2 = 500 mL
- Expected output
- V1 = 41.4 mL
Top up with water to 500 mL.
dilution calculator c1v1 = c2v2
Diluting does not change the amount of solute, only the volume it sits in. That gives C1V1 = C2V2: fill in three values and the fourth follows, with the dilution factor and the solvent to add.
Top up with water to 500 mL.
Dilution factor 4.
Add the acid to the water.
Factor 20.
25 mL at 2 mol/L topped up to 250 mL.
Each tube: 1 mL + 9 mL of diluent.
Molarity is moles of solute per liter of solution: c = m ÷ (M × V). For 5.844 g of NaCl (58.44 g/mol) in 1 L of solution: 5.844 ÷ 58.44 = 0.1000 mol, so 0.1000 mol/L. V is the final solution volume, measured to the mark of the flask, not the volume of water used.
Yes, as long as C1 and C2 use the same unit and so do V1 and V2. The relation only requires the amount of solute to be conserved.
Mixtures like ethanol and water or sulfuric acid and water contract because the molecules pack better. That is why you fill to the mark of the flask instead of adding volumes.
It depends on the protocol. 1 mL plus 9 mL is factor 10. Calling it 1:9 is valid if the ratio is between parts (1 part solution to 9 of diluent), but the factor is 10. The tool shows both.
| Unit | Value | |
|---|---|---|
| Molarity (mol/L) | 0.100 mol/L | |
| Millimolarity (mmol/L) | 100 mmol/L | |
| Normality (eq/L) | 0.100 eq/L | |
| Molality (mol/kg) | 0.101 mol/kg | |
| Mole fraction (x) | 0.00181 | |
| Mass concentration (g/L) | 5.84 g/L | |
| Milligrams per liter (mg/L) | 5840 mg/L | |
| % mass/volume (g/100 mL) | 0.584 % m/v | |
| % volume/volume | needs solute density | |
| % mass/mass | 0.584 % m/m | |
| Mass fraction (titer) | 0.00584 | |
| Parts per million (ppm, mg/kg) | 5840 ppm | |
| Parts per billion (ppb, µg/kg) | 5.84 × 10⁶ ppb |
See also: Molar mass · Equation balancer · Rule of three
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