Computer science, worked through
Computer science calculators that explain every step
DeepCalcs builds focused tools for problems that need more than a one-line answer. Enter your problem and inspect the intermediate steps, assumptions, checks and final result.
Our first release covers digital logic: generate truth tables, solve Karnaugh maps and simplify Boolean expressions into minimal SOP and POS forms.
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Explore digital logic
Three tools available now
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Truth Table Generator
Generate complete truth tables with intermediate columns, function classification, canonical forms and expression comparison.
Open Truth Table Generator → QuizBoolean Logic Practice
Practise truth tables, Karnaugh maps and Boolean laws with generated questions, instant feedback, hints and worked solutions.
Open Boolean Logic Practice → K-mapKarnaugh Map Solver
Minimize Boolean functions with K-maps, exact Quine–McCluskey steps, SOP, POS and universal-gate forms.
Open Karnaugh Map Solver → ƒBoolean Algebra Simplifier
Simplify Boolean expressions exactly with every minimal SOP and POS form, laws, logic circuits and HDL output.
Open Boolean Algebra Simplifier →Why DeepCalcs
Built for problems where
the method matters.
A final answer cannot show why two Boolean expressions are equivalent or reveal where a design went wrong. Each tool exposes the method, the conventions it uses and a way to verify the result.
Show the working
Follow each step from your input to the answer, then change a value and see how the result changes.
Clear about the rules
Each calculator states its notation, variable order, operator precedence and minimization method so you can reproduce the result.
Private by design
Calculations run in your browser. The numbers you enter are never stored on our servers.
Starting with digital logic, expanding through computer science
The current collection covers three connected tasks: generating a complete truth table, minimizing a function visually with a Karnaugh map, and simplifying Boolean algebra into exact minimum forms. The tools share a consistent logic engine, so you can move from one representation to another and check the result.
Future releases will follow the same depth-first approach in closely related areas. Planned collections include number representation and computer arithmetic, IP networking and packet overhead, operating-system algorithms, computer architecture, and error detection and coding. Candidate tools include IEEE 754 and two's-complement converters, subnet conflict and route-summary planners, CPU scheduling, cache mapping, Hamming code and CRC calculators.
We will publish these in small, tested groups rather than fill the site with shallow calculators. Each released tool should earn its place with visible working, useful edge cases, reproducible examples and checks that help students, developers and engineers understand the result.
Results are for learning, planning and checking your work. Courses, software, standards and hardware can use different conventions, so confirm design-critical results against the specification or method you are required to follow.