Tutorial 8 of 9
Chemistry: molar masses, balanced reactions, solutions and pH
Beginner 10 min
Use the three chemistry cells to compute molar masses with their uncertainty, balance reactions and redox equations, find the limiting reagent and yield, and work out solutions, gases and pH.
Proofline has three chemistry cells that run in your browser: Chemistry: molar mass, Chemistry: reaction balancer and Chemistry: solutions, gases and pH. They use the standard atomic weights of IUPAC and the same engine as the Molar Mass & Composition Calculator, the Chemical Equation Balancer & Stoichiometry tool and the Solution, Gas Law & pH Calculator, so a cell and its tool page give identical numbers.
1. Open the Chemistry bench
Choose Notebook → Templates… and open Chemistry bench, then press Run all. The notebook holds ten chemistry cells. After a moment the status bar reads Done: 10 cells ran.
2. Molar mass and composition
Open the cell Copper(II) sulfate pentahydrate. The field Formulas (one per line) contains CuSO4·5H2O. The summary reads The molar mass of CuSO₄·5H₂O is 249.68 ± 0.02 g/mol. Open All result details for the composition table: copper is 25.451 % of the mass.
You can write nested brackets (K4[Fe(CN)6]), hydrates with ·, * or a dot, charges at the end (SO4^2-, Fe+3) and isotopes (^13C). Put several formulas on separate lines to compare them in one table.
The next cell, Glucose from its elemental analysis, uses the Calculation option Empirical formula from mass percentages. From C 40.0, H 6.71, O 53.29 and a molar mass of 180.16 it finds the empirical formula CH2O and the molecular formula C6H12O6.
3. Balance a reaction
Open Permanganate titration of iron(II). The Reaction field holds MnO4- + Fe+2 + H+ -> Mn+2 + Fe+3 + H2O, and the result is MnO₄⁻ + 5 Fe²⁺ + 8 H⁺ → Mn²⁺ + 5 Fe³⁺ + 4 H₂O. The table Atom and charge balance with the balanced coefficients shows that every element and the charge (17 on each side) are conserved.
Separate species with + (spaces around the plus), and use -> or = as the arrow. If the species allow several independent reactions, the cell says so and lists them, as with copper and nitric acid.
4. Limiting reagent and yield
Open Blast furnace: limiting reagent and yield. Under Starting amounts of reactants (optional) it has Fe2O3 = 100 g, CO = 50 g, and under Actual yield (optional) Fe = 60 g. The key figures show Limiting reagent CO, the theoretical yield of Fe (66.4584 g) and a Percentage yield of Fe of 90.28 %. The Stoichiometry table lists what reacts, what forms and what is left over.
On a balanced reaction without amounts, Continue with → Add starting amounts (10 g of each reactant) creates variant B with amounts you can edit.
5. Solutions, dilutions and gases
The cell Weigh out 250 mL of 0.1 M sodium chloride uses Molarity: solute, volume and concentration. Solute (mass or amount) is empty, so the cell calculates it: Dissolve 1.461 g (0.025 mol) of solute. Leave exactly one of the three fields empty.
Dilute 12 M hydrochloric acid to 1 M uses Dilution C1·V1 = C2·V2 with V1 empty: take 41.6667 mL of the stock and dilute to 500 mL. Molar volume of a gas at 0 °C and 1 atm uses Ideal gas law and partial pressures and finds 22.414 L. Type units with the numbers: 250 mL, 0.1 M, 25 °C, 1 atm.
From the copper sulfate cell, Continue with → Make a 0.1 M solution of CuSO₄·5H₂O (250 mL) adds a molarity cell; run it to get 6.24193 g.
6. pH and buffers
pH of 0.1 M acetic acid uses pH of acids, bases and buffers with Weak acid (Ka) and Ka 1.8e-5: the pH is 2.88. The table pH by method compares the exact charge balance with the quadratic and the √(K·c) shortcut.
The next cell is variant B: Buffer: weak acid + its conjugate base with equal amounts of acetic acid and acetate gives pH 4.74. The comparison shows how much the buffer raises the pH. On any weak-acid cell, Continue with → Make a buffer with the conjugate base creates such a variant for you.
Pin the figures you need — for example pH or Molar mass — and they appear in the Report view with their trend across runs.
Ready to try it?