Chapter 1 & 2.1-2.5 Review MA1032 Data, Functions & Graphs Sidney Butler Michigan Technological University September 27, 2006 S Butler (Michigan Tech) Chapter 1 & 2.1-2.5 Review September 27, 2006 1 / 1
Tools 1 Linear Equations Exact vs. Approximate Solutions Systems of Equations Substitution & Elimination S Butler (Michigan Tech) Chapter 1 & 2.1-2.5 Review September 27, 2006 2 / 1
Chapter 1 Section 1 Definition of a Function Function Notation Uniqueness Representations of a Function Vertical Line Test S Butler (Michigan Tech) Chapter 1 & 2.1-2.5 Review September 27, 2006 3 / 1
Chapter 1 Section 2 Rate of Change Increasing/Decreasing Functions Function Notation for Average Rate of Change S Butler (Michigan Tech) Chapter 1 & 2.1-2.5 Review September 27, 2006 4 / 1
Chapter 1 Section 3 Functions with a constant rate of change Construction of linear models Slope and the general form of a linear function S Butler (Michigan Tech) Chapter 1 & 2.1-2.5 Review September 27, 2006 5 / 1
Chapter 1 Section 4 Different rates of change on a linear graph Different initial values on a linear graph Linear function from numerical data, a graph or a description Three linear forms S Butler (Michigan Tech) Chapter 1 & 2.1-2.5 Review September 27, 2006 6 / 1
Chapter 1 Section 5 Parallel & perpendicular lines Horizontal & vertical lines Intersection of two lines S Butler (Michigan Tech) Chapter 1 & 2.1-2.5 Review September 27, 2006 7 / 1
Tools 2 Expanding Factoring Solving Quadratics S Butler (Michigan Tech) Chapter 1 & 2.1-2.5 Review September 27, 2006 8 / 1
Chapter 2 Section 1 Keeping Inputs & Outputs Straight Abuse of Notation S Butler (Michigan Tech) Chapter 1 & 2.1-2.5 Review September 27, 2006 9 / 1
Chapter 2 Section 2 Domain & Range Graphically Technology Troubles Algebraically S Butler (Michigan Tech) Chapter 1 & 2.1-2.5 Review September 27, 2006 10 / 1
Chapter 2 Section 3 Piecewise functions Absolute value function S Butler (Michigan Tech) Chapter 1 & 2.1-2.5 Review September 27, 2006 11 / 1
Chapter 2 Section 4 Concept of an inverse Finding the formula for an inverse S Butler (Michigan Tech) Chapter 1 & 2.1-2.5 Review September 27, 2006 12 / 1
Chapter 2 Section 5 Relationship between the rate of change of a function and the concavity of the function’s graph S Butler (Michigan Tech) Chapter 1 & 2.1-2.5 Review September 27, 2006 13 / 1
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