Current coverage
What this Math Solver can solve
The main workspace handles several common arithmetic and algebra tasks. Choose the intent that matches your work, confirm the interpreted expression, and use the exact result as the starting point for review. The linked calculator pages explain the limits and method for each topic.
Arithmetic and fractions
Evaluate integers, rational numbers, and finite decimals without throwing away exact values. Fraction results stay in exact form, with a decimal approximation shown only when it helps.
Simplify algebraic expressions
Expand brackets and combine like terms in supported polynomial expressions through degree two. The solver keeps unlike terms separate and records the transformation used at each step.
Factor polynomials
Factor supported linear and quadratic expressions over the rational numbers. If a quadratic does not factor within that domain, the result says so rather than forcing an invented factorization.
Solve for x
Solve a one-variable linear equation and distinguish one solution, no solution, or all real numbers. Variable denominators and equations outside the linear boundary are rejected.
Linear inequalities
Work with one real variable and exact rational coefficients. When a step divides or multiplies by a negative value, the verifier checks that the comparison sign reverses correctly.
Systems of equations
Enter exactly two linear equations in two variables, separated by a semicolon. The result can be one ordered pair, no solution, or infinitely many solutions.
Exponents and radicals
Simplify supported numeric square roots and apply bounded exponent laws to one-variable monomials. Variable radicals, negative real radicands, and unrestricted polynomial powers remain outside the current scope.
Rational expressions
Cancel exact factors while preserving every value excluded by an original denominator. Supported rational equations also filter excluded values from the final solution set.
Complete the square
Rewrite a one-variable quadratic in exact vertex form. For a supported equation, the same method continues to the complete set of real roots.
Quadratic equations
Solve a supported one-variable quadratic with the quadratic formula. The answer keeps exact roots when possible and does not present a browser graph as proof of the solution.