Math Calculators with Steps — Free, No Signup
Step-by-step online calculators for algebra, geometry, calculus, and linear algebra. Type your problem, see every step. Middle school to first-year university.
Why use a math calculator that shows working?
A good calculator returns not just the answer but every transformation with a short note. You verify homework, prepare for tests, and learn the method — not just the result. Use it alongside the matching tutorial: read the theory first, then run your own problems through the calculator.
Foundations
Fractions, decimals, percentages and term manipulation — the base everything else builds on.
- Simplifying fractionsSoon
- Converting decimalsSoon
- Percentage calculationsSoon
- Simplifying expressionsSoon
Algebra
From linear to quadratic to higher-order equations — the language of patterns and unknowns.
- Solving linear equationsCalculators
- Linear functionsSoon
- Quadratic equationsSoon
- Binomial formulasSoon
- Linear inequalitiesSoon
Geometry
Area, angles, the Pythagorean theorem, and intercept theorems — how shapes become measurable.
- Calculating areaSoon
- Pythagorean theoremSoon
- Intercept theoremSoon
- Types of anglesSoon
Statistics & probability
Probability, averages, and reading data — math that turns up in everyday life.
- Mean, median, modeSoon
- Probability basicsSoon
- Tree diagramsSoon
Calculus
Derivatives, integrals, and curve sketching — the mathematics of continuous change.
- Differentiation rulesSoon
- Curve sketchingSoon
- Integration basicsSoon
- Optimization problemsSoon
Linear algebra
Vectors, matrices, and systems of equations — the mathematical foundation of data analysis, computer graphics, and machine learning.
- Vector arithmeticSoon
- Matrix multiplicationSoon
- Gaussian eliminationSoon
- DeterminantsSoon
What every calculator gives you
Full working
Every transformation is shown — no black box, no skipped steps.
Verification included
The calculator substitutes the solution back into the original problem to confirm it is correct.
Plain-language notes
Each step gets a half-sentence note naming the transformation — equivalent transform, distributive law, and so on.
Ready when you are
No signup, no account, no limit. Type a problem and see the working.
Three steps to a solution
- 1
Type the problem
Enter your problem in the format the calculator shows — for example, "3x + 7 = 22" or "A = π · r²".
- 2
Read the working
The calculator shows every step with a short note. Read slowly — the method matters more than the answer.
- 3
Verify and practice
Use the built-in verification, then lock the method in with the matching practice set.
Frequently asked
Quick reference
- Working
- The sequence of transformations leading to the solution. More important than the answer — it shows the method.
- Verification
- Substituting the found solution back into the original problem to check it is correct.
- Equivalent transform
- A change that does not affect the solution set (e.g. "add 5 to both sides").
- Method
- The repeatable approach for a problem type — isolate the variable, apply the quadratic formula, and so on.