Free Math Solver · Step-by-Step · Exact Results

The exact math solver — step-by-step, no AI guessing.

Zeretis is a free online math solver that gives exact, step-by-step answers using symbolic computation — not AI estimation. Algebra, calculus, differential equations, linear algebra. Type in plain English. Your data stays yours.

Zeretis Solver

Zeretis gives exact symbolic answers — not AI approximations.

🔢 Exact math answers
🔒 Safe for students
🏫 Classroom-ready
🛡️ No data collected
🆓 Free math solver
⚙️ Built by engineers
Deterministic results
📖 Step-by-step working
🔢 Exact math answers
🔒 Safe for students
🏫 Classroom-ready
🛡️ No data collected
🆓 Free math solver
⚙️ Built by engineers
Deterministic results
📖 Step-by-step working
🔢 Exact math answers
🔒 Safe for students
🏫 Classroom-ready
🛡️ No data collected
🆓 Free math solver
⚙️ Built by engineers
Deterministic results
📖 Step-by-step working

The math solver trusted by students, teachers, parents & engineers

Click any card to learn how Zeretis works for you.

The solver. The guide. The blog.

Three resources, one goal: making exact symbolic mathematics accessible to everyone.

🧮 Symbolic Solver Algebra, calculus, ODEs, linear algebra — step-by-step symbolic results for any expression you enter. See all capabilities →
📖 How to Use Input basics, LaTeX notation, pro tips, and tailored guides for students, teachers, and engineers. Read the guide →
📝 Blog & Tutorials Engineering writeups and deep dives on how symbolic computation actually works. Read the blog →

Hundreds of problem types across every major subject

From high school algebra to graduate-level differential equations — exact symbolic answers, every time.

📐
Algebra
Equations, inequalities, factoring, partial fractions, polynomial roots, systems of equations
Calculus
Derivatives, integrals, limits, series, Taylor expansions, multivariable calculus
dy/dx
Differential Equations
First and second order ODEs, initial value problems, Laplace transforms, Bernoulli equations
λ
Linear Algebra
Eigenvalues, matrix operations, determinants, inverses, row reduction, vector spaces
Series & Sequences
Convergence tests, Fourier series, power series, geometric and arithmetic sequences
θ
Trigonometry
Identities, equations, inverse functions, unit circle, polar coordinates, complex numbers
View all subject areas and problem types →

Built different. By design.

These aren't policies we added after the fact. They're fundamental to how Zeretis works — technical constraints, not promises.

🛡️
No data collected

We don't collect, store, or sell your queries. What you type is processed to produce a result and discarded — it's not logged, not used to train models, not shared with third parties, and not associated with your identity. A free account is required — we use it only to track your anonymous usage limit. If you never sign up, we have nothing on you.

🔒
Safe for kids — by architecture

The solver only accepts mathematical expressions and returns symbolic results. It has no language model component — there is no mechanism by which it can produce off-topic content, engage in conversation, or respond to anything that isn't a math problem. This isn't a content filter that can be bypassed. It's a fundamental constraint of how the system works.

🚫
Not an AI — deterministic computation

Zeretis uses symbolic computation, not a language model. There is no probability, no sampling, no "creative" interpretation. The same input always produces the same output — which means results are auditable, reproducible, and explainable. There's no hallucination risk because there's no generative component. It either solves the problem exactly, or tells you it can't.

💰
Ad-free, always

No ads, no tracking pixels, no third-party SDKs harvesting behavioural data. Zeretis is funded entirely by subscriptions — which means our incentives are aligned with yours. We make money when the product is genuinely useful, not when you spend more time on the page. We have no financial reason to distract you, track you, or sell access to your attention.

How symbolic computation actually works

All posts →
📐
Tutorial
How symbolic math solvers actually work — and why they don't guess
The difference between deterministic computation and AI approximation, with real examples.
Read →
Engineering
Why Zeretis uses 99.9999% less energy than AI math tools
Exact symbolic answers with a fraction of the energy cost of GPU-based inference.
Read →
💬
Product
Why we built natural language input into a math solver
The notation barrier is the wrong thing to be hard. Here's how we removed it.
Read →
For teams & developers

Need the solver in your own product?

The Zeretis REST API returns exact symbolic results and step-by-step JSON. CPU-only, deterministic, built for production use. From $10/month.

View API docs Talk to us

Light on the planet. By design.

Most AI tools run on massive GPU clusters consuming enormous amounts of electricity. Zeretis is different — symbolic computation is algorithmically efficient. It runs on standard CPUs, requires no model inference, and uses a fraction of the energy of LLM-based tools.

Zeretis uses 99.9999% less energy than GPU-based AI inference. The solver is a compiled Rust program that runs in ~30 microseconds on a standard laptop — thousands of times more efficient than any neural network approach. No approximation needed — for the solver, or the environment.

~0 GPU compute required
~30μs Core solve time — compiled Rust
99.9999% Less energy than GPU inference
1000x+ More efficient than any GPU approach

Math that's reliable. Free to start.

Join students, teachers, and engineers already using Zeretis to learn, build, and solve.