Reagent Preparation Calculator
Calculate the mass of solute needed to prepare a solution of desired molarity and volume, adjusted for reagent purity.
About this calculator
Preparing a solution of a specific molar concentration starts from the basic relationship that moles of solute equal molarity multiplied by volume in liters, and mass equals moles multiplied by the solute's molecular weight -- so this calculator converts your desired molarity and volume into the moles needed, then multiplies by molecular weight to get the mass in grams. That "grams needed" figure assumes a perfectly pure reagent, which real reagent bottles rarely are: a bottle labeled 98% purity means only 98% of its mass is the actual compound, with the remainder typically water of hydration, residual solvent, or manufacturing byproducts. The calculator divides the pure-reagent mass by the purity fraction to report the actual mass you need to weigh out from that specific bottle -- using the pure-reagent figure with an impure reagent would under-dose the solution and produce a molarity lower than intended. Always read the purity percentage or assay value from the reagent's certificate of analysis or bottle label rather than assuming 100%, since even reagent-grade chemicals commonly ship at 95-99.9% purity rather than exactly 100%.
This calculator handles simple aqueous dissolution of a solid reagent into a target volume, following real quantum sufficit (q.s.) lab practice: the FINAL solution volume equals your target Desired Volume, and Volume of Solvent is that target volume minus the volume the dissolved solute itself displaces, not a separate quantity added on top of the target. Because this calculator doesn't collect the solute's actual density, the displaced volume is estimated from a generic solid-reagent density -- an approximation layered on top of the fact that it also does not account for volume contraction on dissolution (the true mixed volume of a solute and solvent is not always the simple sum of their individual volumes), or for preparing a dilution from an existing concentrated stock solution, which uses a different calculation (C1V1 = C2V2). Treat Volume of Solvent as a practical starting estimate, not a substitute for actually dissolving to a calibrated volumetric mark.
Medical Disclaimer
This calculator is for informational and educational purposes only. It is not a substitute for professional medical advice, diagnosis, or treatment. Always consult a qualified healthcare provider before making decisions about your health. Never disregard professional medical advice or delay seeking it because of results from this tool.
Inputs
Results
Grams Needed (Pure)
2.92 g
Actual Grams (Purity Adjusted)
2.95 g
How to Use This Calculator
- Enter the Desired Molarity (mol/L) and Desired Volume (mL) of the solution you're preparing.
- Input the Molecular Weight of the reagent in g/mol, from the label or a reference source.
- Enter the Reagent Purity percentage from the bottle label or certificate of analysis.
- Review Grams Needed (Pure) and Actual Grams (Purity Adjusted) -- weigh out the purity-adjusted figure.
- Record the lot number, preparation date, and expiration on the reagent label before use.
How the result changes with Desired Molarity
| Desired Molarity | Grams Needed (Pure) | Actual Grams (Purity Adjusted) |
|---|---|---|
| 0.05 | 1.46 g | 1.48 g |
| 0.08 | 2.19 g | 2.21 g |
| 0.15 | 4.38 g | 4.43 g |
| 0.25 | 7.31 g | 7.38 g |
What each input means
- Desired Molarity
- Target molar concentration of the solution (moles per liter).
- Desired Volume
- Total volume of solution to prepare in milliliters.
- Molecular Weight
- Molecular weight of the solute in grams per mole (e.g., NaCl = 58.44).
- Reagent Purity
- Purity percentage of the reagent as listed on the bottle (e.g., 99%).
What each result means
- Volume of Solvent
- Approximate solvent volume to reach the target final volume (q.s.) -- final volume equals Desired Volume; this is Desired Volume minus the solute's own estimated displaced volume, not an additional amount on top of it.
How this is calculated
Worked example, using the default values
- Identify Input Parameters4 parametersDesired Molarity = 0.1, Desired Volume = 500, Molecular Weight = 58.44, Reagent Purity = 99 = 4 input(s) provided
- Calculate Grams NeededGrams Needed2.922 = 2.922
- Calculate Actual GramsActual Grams2.9515 = 2.9515
- Calculate Moles of SoluteMoles of Solute0.05 = 0.05
- Calculate Volume of SolventVolume of Solvent498.36 = 498.36
Engine last updated . Checked against 2 independently-derived tests — how we verify calculators. Built by Paul Gunder, a software engineer, not a licensed financial, medical, or legal professional.
Frequently Asked Questions
Why does reagent purity change how much I need to weigh out?
A reagent's purity percentage tells you what fraction of the bottle's mass is actually the compound you want -- the rest is typically water of hydration, residual solvent, or manufacturing impurities. Dividing the pure-reagent mass by the purity fraction (e.g., dividing by 0.98 for a 98%-pure reagent) scales up the amount you weigh so the actual compound content still matches your target molarity.
Where do I find my reagent's purity percentage?
Check the reagent bottle's label or its certificate of analysis, which typically lists an assay or purity percentage. Reagent-grade chemicals commonly ship at 95-99.9% purity rather than exactly 100%, and using the labeled figure instead of assuming full purity keeps the prepared molarity accurate.
Can I use this calculator to dilute a concentrated stock solution instead?
Not directly -- this calculator assumes you're dissolving a solid reagent from scratch into a target volume. Diluting an existing concentrated solution to a lower concentration uses a different relationship (C1V1 = C2V2, where C1 and V1 are the stock's concentration and the volume you take from it), which this tool doesn't compute.
Why does molecular weight matter so much to the final mass?
Molarity is defined in moles per liter, and moles convert to mass through molecular weight -- a heavier molecule needs proportionally more mass to supply the same number of moles. A small error in the molecular weight you enter (for example, using the anhydrous molecular weight for a hydrated salt) produces a proportional error in the mass calculated.
Does Volume of Solvent mean I add that much solvent on top of the final volume?
No -- following real quantum sufficit (q.s.) lab practice, your FINAL solution volume equals the target Desired Volume, and Volume of Solvent is that target volume minus the small volume the dissolved solute itself displaces, not an additional amount added on top of the target. In practice, this means dissolving your weighed solute in somewhat less than the target volume of solvent, then adding solvent up to the target volume mark -- not measuring out Volume of Solvent separately and adding it to a full target volume of solute.
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