Calculus 1‎ > ‎Calculus Lessons‎ > ‎Unit 1 - Limits‎ > ‎

Day 03 - Evaluating Limits Algebraically - 01.06.16

Update
  • Unit 1 Test on 1/22
  • Dual Credit Forms due today!
  • Go over previous day's checkpoints
Review

  1. Determine the following limit (if it exists)

    1. Does not exist

    4. –6

  2. Determine the following limit (if it exists)

    1. 2

    2. 0

    3. 1

    4. Does not exist

    5. 4

  3. For the function whose graph is shown below, which statement(s) are false? 5221_02_Q1-2_03

  4. Find

    1. 0

    2. 1

    3. 2

    4. does not exist

    5. none of the above

  5. Determine the following limit

    4. 0

    Lesson
    • Challenge 2A
      • Solve the following:

        4. Find if f(x) equals the following:

    • Challenge 2B
      • Find the limit graphically or numerically.
      • Find the limit algebraically.
    • Challenge 2C
      •  
      • Find the limit graphically or numerically.
      • Find the limit algebraically.
    • How are limits found algebraically? (checkpoints)
          • Posted on the board at the end of the block.
          Homework
          • Study!
          Standard(s)
          • APC.2
            • Define and apply the properties of limits of functions.
              • Limits will be evaluated graphically and algebraically.
                • Includes:
                  • ​limits of a constant
                  • ​limits of a sum, product, and quotient
                  • ​one-sided limits
                  • ​limits at infinity, infinite limits, and non-existent limits