Web Reference: Algebra: Isolate A Variable (Transposition) In these lessons, we will learn one of the basic techniques of simplifying an algebraic equation so that we can eventually solve the equation. Many real-world scenarios can be described using equations and formulas with multiple variables. For example, the formula for the area, A , of a rectangle with length ℓ and width w is A = ℓ w . In this form, area (A ) is isolated: it is alone on one side of the equation. To isolate the variable in question, cancel out (or undo) operations on the same side of the equation as the variable of interest while maintaining the equality of the equation.
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