Part 1 KNOWLEDGE AND UNDERSTANDING: Creating Your Own Algebraic Models State the algebraic model of each base function after it has undergone ALL of the transformations listed under each function (and only these transformations; do not include any extra ones). Then state each transformed function's new domain and range, using formal set notation. Required Transformations: (do not include any extras) Algebraic Model Domain Graph 1: Quadratic 0 Horizontal stretch (by any factor) 0 Reflection on the x-axis 0 Horizontal translation right (any number of units) Graph 2: Root 0 Reection on the y-axis 0 Vertical stretch (by any factor) 0 Vertical translation up (any number of units) 0 Reflection on x-axis 0 Vertical Graph 3: Rational compression (by any factor) Horizontal translation left (any number of units) Range Part 1 KNOWLEDGE AND UNDERSTANDING Marking Scheme: I 12 KU Graph 1: Quadratic Graph 2: Root Graph 3: Rational Algebraic Model is [2 {2 l 2 accurate Domain is accurate [1 I1 I 1 Range is accurate / 1 I 1 / 1 Page 2 of 6