Learning Target:
| lesson_8-1_exponential_functions.pdf |
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Learning Target: SWBAT identify exponential functions as growth or decay by completing the blog assignment. Essential Question: How can you recognize exponential growth or decay? Assignment: (last few slides in notebook)
Learning Target: SWBAT explore and identify characteristics of exponential functions and their graphs by completing the six color coded graphs and answer the questions in google classroom. Essential Question: go to google classroom Assignment: (complete the handout and place all six graphs on the same grid color coded) complete google classroom assignment questionnaire
Learning Target:
Students solve Rational Equations using LCM and check for extraneous solutions. Essential Question(s): What is the first step to solving a rational equation? What is the last step?
Learning Target: SWBAT graph rational functions and identify all asymptotes or holes by completing the review handout. Essential Question: N/A Assignment: handout below
Learning Target: SWBAT identify horizontal asymptotes of a rational function by completing the assignment. Essential Question: Describe the different situations that effect the horizontal asymptote of a rational function.
Assignment Title: "Horizontal Asymptotes" pdf file below
Learning Target: SWBAT identify vertical asymptotes and determine if their is a point of discontinuity of a rational function by completing the assignment. Essential Question: Describe the difference when a rational function has a point of discontinuity versus a vertical asymptote(s).
Assignment Title:
"Discontinuity" Write original problem and show how answer is achieved! Last two slides Learning Target: SWBAT identify key transformations of rational functions including asymptotes and points of discontinuity by completing the reciprocal function activity handout. Essential Question: Describe in a complete sentence how to find the horizontal asymptote of a rational function. Assignment: Complete the handout (activity) below.
Learning Target:
Students identify key components of a Rational Function, including asymptotes and points of discontinuity. Essential Question(s): How do you find Vertical asymptotes of a Rational Function? |
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