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Equation Solver

Solve simple linear equations in the format ax + b = c. Enter your equation and get the solution instantly.

Examples
2x + 5 = 13 → x = 4
3x - 7 = 14 → x = 7
x + 10 = 25 → x = 15
Solution
Enter an equation and click solve
Equation Format
Use format: ax + b = c or ax - b = c
Examples: 2x + 5 = 13, 3x - 7 = 14

What is Equation Solver?

Equation Solver is a mathematical tool that solves linear equations with one variable. It automatically parses mathematical expressions and provides step-by-step solutions, making it easy to understand the solving process and verify results.

This tool is designed for students, teachers, engineers, and anyone who needs to solve linear equations quickly and accurately. It provides instant solutions with clear explanations, helping users understand mathematical concepts and verify their work.

Whether you're learning algebra, teaching mathematics, solving engineering problems, or need to verify calculations, this equation solver helps you find solutions efficiently while understanding the mathematical process behind each step.

What Problems Does It Solve?

Mathematical Problem Solving

Solves linear equations with one variable quickly and accurately with step-by-step solutions.

Educational Support

Helps students learn algebra by providing clear explanations and solution steps.

Work Verification

Enables users to verify their manual calculations and check their work for accuracy.

Time Efficiency

Saves time by providing instant solutions instead of manual calculation and verification.

How to Use Equation Solver

1

Enter Equation

Input your linear equation with one variable (e.g., 2x + 5 = 13) in the input field.

2

Solve Equation

Click the solve button to get the solution and see the step-by-step solving process.

3

Review Solution

Review the final answer and use the step-by-step process to understand the solution method.

Equation Solver Best Practices:

  • • Use proper mathematical notation when entering equations
  • • Ensure your equation has only one variable for accurate solving
  • • Review the step-by-step solution to understand the solving process
  • • Verify your solution by substituting the answer back into the original equation
  • • Use the solver as a learning tool to understand algebraic concepts
  • • Practice with different types of linear equations to improve your skills
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