This algebra math video explains how to classify linear equations as either conditional, a contradiction, or an identity. A conditional equation is true for only one value of the variable. It works just for one number. That means it has exactly one solution. A contradiction equation is false for all values of the variable. It doesn’t work for any number you try. That means it has no solution. An identity equation is true for all values of the variable. It works for every number you try. That means its solution is all real numbers. How to Solve One-step Equations 👉 How to Solve Two-step Equations 👉 How to Solve Multi-step Equations 👉 How to Solve Linear Equations with Fractions 👉 How to Solve Linear Equations with Decimals 👉 types of linear equations, identity and conditional equation, types of solutions of linear equations, types of linear equations in one variable, different types of linear equations, conditional, contradiction, identity, identifying types of linear equations, classifying linear equations, sat, gcse, algebra,