Solving Two-Step Equations by Using Inverse Operations

Two-step equations involve solving for an unknown variable using two operations. Inverse operations, such as addition and subtraction or multiplication and division, are applied to isolate the variable. Initially, one undoes the operation furthest from the variable, followed by the one closest to it. By performing the opposite operation on both sides of the equation, the variable can be isolated, revealing its value. This method simplifies solving equations by breaking down complex expressions into simpler steps. It's a fundamental technique in algebraic problem-solving, providing a systematic approach to find the solution to equations with multiple steps.

[oomhhqu]

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[lordfirst]

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