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Math
12th Grade Math (Jason Slowbe)
Unit
2
Unit 1: Back to School
Unit 2: Limits and Derivatives
Unit 3: Formalizing Derivatives and Techniques for Differentiation
Unit 4: Applications of Differentiation, Part 1
Unit 5: Applications of Differentiation, Part 2
Unit 6: The Integral
Unit 7: Applications of Integration
Unit 8: Differential Equations
Unit 9: Full Course Review via Motion
Unit 10: The Final Stretch - Preparing for the AP Exam
Lesson
2
LESSON 1: Introducing Limits
LESSON 2: So Close, Yet So Far
LESSON 3: Limits Algebraically - Do More Math!
LESSON 4: Limit Laws of the Land
LESSON 5: To Be Continued...
LESSON 6: Continuity Continued... Catch-up Day
LESSON 7: The Difference Quotient, Form 1
LESSON 8: The Difference Quotient, Form 2
LESSON 9: Using the Difference Quotient
LESSON 10: Reviewing Limits and the Difference Quotient
Objective
Video Narrative - Lesson Overview
Warm-up and Homework Review
Setting the Stage
Investigation
Closure + Homework
So Close, Yet So Far
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Objective
SWBAT evaluate one- and two-sided limits graphically and tabularly.
Big Idea
If we get infinitely close to a wall, will we ever reach the wall? Questions involving infinity help students grasp the concept of a limit.
Lesson Author
Jason Slowbe
Temecula, CA
Grade Level
Twelfth grade
Subjects
Math
Limits at Infinity
Precalculus and Calculus
limits of functions
Standards
MP1
Make sense of problems and persevere in solving them.
MP3
Construct viable arguments and critique the reasoning of others.
MP5
Use appropriate tools strategically.
MP7
Look for and make use of structure.
Video Narrative - Lesson Overview
Warm-up and Homework Review
30 minutes
So Close Yet So Far, Video Reflection
So Close Yet So Far, Video Reflection.mov
Setting the Stage
5 minutes
Investigation
80 minutes
Closure + Homework
5 minutes
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2 teachers like this Lesson
Lesson Author
Jason Slowbe
Temecula, CA
Grade Level
Twelfth grade
Subjects
Math
Limits at Infinity
Precalculus and Calculus
limits of functions
Time
120 Minutes
Standards
MP1
MP3
MP5
MP7
License
Licensed under Creative Commons (
CC BY-NC 4.0
)