This topic focuses on applying the power law in exponents within an algebraic context, specifically when the base is a variable raised to a power, such as \(x^2\). It includes solving equations where variable bases with squared exponents are equated to constant expressions, requiring students to manipulate and simplify exponent expressions to find the values of \(x\). The worksheet exercises enhance students' ability to handle complex exponent rules and direct their algebraic acuity toward solving for variables in exponential equations, thereby integrating skills from both algebra and exponents areas.

Work on practice problems directly here, or download the printable pdf worksheet to practice offline.