Unit 1 Review Notes Assignment

Make a submission
Format: PDF file, Handwritten or typed, neatly organized

Assignment Instructions:
You are required to create your own review notes for Unit 1 to help you prepare for the quiz. Your notes will be assessed.

Your review notes could include the following sections:

1. Key Concepts
  • Define and explain domain and range with at least one example each.
  • Define even, odd, and neither functions (with examples).
  • Explain transformations (shifts, stretches, reflections).
  • Summarize the rules for finding inverses and when the inverse is a function.
  • Define vertical and horizontal asymptotes.
  • Explain piecewise functions and how to check continuity.
  • Describe how to identify increasing and decreasing intervals of a function.

2. Parent Functions

  • Draw and label at least five parent function graphs (e.g., linear, quadratic, squareroot, reciprocal, and absolute value).
  • State the domain and range for each.

3. Example Problems

  • Include at least three worked examples from the practice questions (or similar). Show full steps and reasoning.