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Understanding Graphs - Interactive Notebook Activities

Understanding Graphs - Interactive Notebook Activities
Understanding Graphs - Interactive Notebook Activities
Understanding Graphs - Interactive Notebook Activities
Understanding Graphs - Interactive Notebook Activities
Understanding Graphs - Interactive Notebook Activities
Understanding Graphs - Interactive Notebook Activities
Understanding Graphs - Interactive Notebook Activities
Understanding Graphs - Interactive Notebook Activities
Product Description
Are you having trouble getting your students to take effective notes during math lessons? Are you looking for quick activities that can be completed in a math journal or at the end of a lesson as a check for understanding? If so, these activities are for you. Please check out our full-length preview.

These math journal activities/scaffolded notes are perfect for Pre-Calculus or Integrated Math students. They can be used for introduction of topics or to reflect/review what you have covered in class discussion. The problems listed in this activity packet build nicely on each other if introduced in the order that they appear. Our students enjoy filling them out and organizing them in their math journals so that they can refer back to them throughout the year. These activities are a great way to promote writing in math. Keys are included for reference.

Scaffolded Note Sheets with Sample Teacher Keys for the following:

Point Symmetry/Symmetry with Respect to the Origin/Example/Non-Example
Line Symmetry (x-axis, y-axis, y=x, and y=-x)
Parent Graph (Cut and Paste)
Changes to Parent Functions
Parent Function (Match)
Are the Ordered Pairs Solutions to the Inequality?
Steps for Graphing Non-Linear Inequalities
Solving Absolute Value Inequalities
Inverse Relations/Functions
Continuous vs. Discontinuous Functions
Discontinuous Functions (Infinite, Jump, Point, and Everywhere)
How do you test for continuity?
Using the Continuity Test
Continuity on an Interval
End Behavior of Polynomial Functions
When is a function monotonic on an interval?
Increasing, Decreasing, and Constant Functions
Examining the Intervals of a Given Function
Critical Points (Cut and Paste)
Extrema (Cut and Paste)
Defining Key Terms: Asymptotes
Find the Vertical and Horizontal Asymptotes for a Graph
Using Parent Graphs to Graph New Functions
Horizontal vs. Slant Asymptote
Find the Slant Asymptote and Vertical Asymptote for a Graph
Rational Functions with a Common Factor in the Numerator and Denominator


Plus 14 Interactive Math Notebook Foldable Activities

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Total Pages
47 pages
Answer Key
N/A
Teaching Duration
N/A
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