What you need to know Things to Problem Problem and be able to do remember 1. Vertex: Axis of Symmetry: Interval of Inc/Dec: Domain: Range: Vertex Extrema: Axis of Min/Max Value: Symmetry Zeros: Interval of Y-int: Inc/Dec Rate of Change from -1 < x < 1 Domain Describe Characteristics Range of Quadratics Functions Extrema Min/Max Value 2. Vertex: Zeros Axis of Symmetry: Y-int Interval of Inc/Dec: Rate of Change Domain: Range: Extrema: Min/Max Value: Zeros: Y-int: Rate of Change from 0 < x < 3 3. 4. Describe the transformations on the function y = x2 5. Vertically compress by a 6. Reflect across the x-axis, Identify Transformations factor of 1/3, shift right 3, and vertically stretch by a factor 5, of Quadratic Functions shift down 8 and shift up 7 Write the equation for the function y = x2 with given transformations
What you need to know and be able to do Things to remember Problem Problem Describe Characteristics of Quadratics Functions Vertex Axis of Symmetry Interval of Inc/Dec Domain Range Extrema Min/Max Value Zeros Y-int Rate of Change 1. Vertex: Axis of Symmetry: Interval of Inc/Dec: Domain: Range: Extrema: Min/Max Value: Zeros: Y-int: Rate of Change from -1 < x < 1 2. Vertex: Axis of Symmetry: Interval of Inc/Dec: Domain: Range: Extrema: Min/Max Value: Zeros: Y-int: Rate of Change from 0 < x < 3 Identify Transformations of Quadratic Functions Describe the transformations on the function y = x2 3. 4. Write the equation for the function y = x2 with given transformations 5. Vertically compress by a factor of 1/3, shift right 3, and shift down 8 6. Reflect across the x-axis, vertically stretch by a factor 5, and shift up 7
8_-_gse_algebra_i_-_unit_3a_review_sheet.docx