Page 2: Advanced Applications and Solution Verification

This page delves into more complex radical equations and introduces the use of Desmos for solution verification. It emphasizes the importance of checking solutions and understanding the relationship between algebraic and graphical approaches.

Example: Solving (√√(2x+1))² = (4-7)², which requires careful attention to multiple radicals and proper algebraic manipulation.

Highlight: Using Desmos graphing calculator provides a visual method to verify solutions and identify points of intersection.

Vocabulary: Function notation f(x) is used to express relationships between variables and helps in graphical analysis.

Example: For f(x) = x-√(x-2), finding values where f(x) = 4 requires both algebraic and graphical approaches.