👉 Summary math involves condensing complex mathematical expressions or equations into simpler, more concise forms while retaining their essential meaning. This process often includes eliminating unnecessary terms, combining like terms, and sometimes rewriting expressions using algebraic identities or properties. The goal is to make the core concepts and relationships clearer, making it easier to understand or further analyze the original problem without losing critical information. For example, simplifying \(3(x + 2) - 4x\) to \(3x + 6 - 4x = -x + 6\) retains the original meaning but presents it in a more compact form.
