The Algebra Equation Solver helps you solve linear, quadratic, polynomial, and simultaneous equations quickly. It simplifies steps, isolates variables, and provides exact or approximate answers based on the type of equation.

The solver can handle single-variable equations (like 2x + 5 = 15), quadratic equations (like x² + 5x + 6 = 0), and multi-variable systems (like 2x + y = 10, 3x - y = 5). Some advanced versions also solve rational and exponential equations.

Yes. The Algebra Equation Solver provides step-by-step explanations — showing how terms are simplified, how variables are isolated, and how the final solution is derived. This is ideal for learning and self-practice.

You can type equations directly (e.g., 2x + 3 = 7) or use math symbols such as ^ for powers (e.g., x^2 for x²). Some solvers also support fractions, roots, and parentheses for complex equations.

Yes. The solver can handle systems of equations with multiple variables (e.g., x and y). It uses substitution or elimination methods to find values that satisfy all equations simultaneously.

Absolutely. It can solve quadratic equations using the quadratic formula, factoring, or completing the square. Some solvers also support cubic and higher-order polynomial equations for advanced problems.

Yes! The solver is perfect for verifying your algebra work. You can enter your equation, see if your answer matches, and review each solving step to identify any errors in your manual calculation.

Yes. You can input fractions (like 3/4x + 2 = 5) or decimals (like 0.5x + 1.2 = 3.7). The solver automatically normalizes and simplifies these values before solving.

Symbolic solving finds exact expressions (like x = 3/2), while numeric solving approximates values to decimals (like x ≈ 1.5). Most solvers can perform both depending on your needs.

Some advanced versions of algebra solvers include graphing capabilities, showing how the equation behaves visually and where its roots or intersections occur on a coordinate plane.