L'Hospital's Rule Indeterminate Forms Task Cards Notes QR L'Hopital
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Description
This lesson on L'Hopital's Rule Indeterminate Forms for Integrals includes Notes, Task Cards, and Graphic Organizer. Problems included the following indeterminate forms - 0/0, ∞/ ∞, ∞ minus ∞, zero ⨯ ∞, 0^0, ∞^0 and 1^ ∞.
The functions included are polynomial, exponential, logarithmic, trig, and inverse trig functions. There are 36 problems.
Included:
- Two sets of student notes, seven problems, with and without full step-by-step typed solutions giving you two options.
- Graphic Organizer with section hints
- Two sets of 22 Task Cards plus two blanks for you to customize. One set has QR code and the other does not. Students do not need to use the internet to check their answers but must have a device with the QR reader app installed.
# 1 - 11 are of the form 0/0
# 2 - 16 are of the form ∞ / ∞, 0* ∞, ∞ - ∞
# 17 -20 are exponential forms
# 21 - 22 are the only ones with no limit.
- Master List of Questions which can be used as a worksheet
- Additional Quiz or Homework with similar problems and solutions
- Student response sheets
- Answer keys
Note: This topic is included in the AP Calculus CED Unit 4 Contextual Applications of Differentiation and in Calculus 2 Applications of Integration.
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Keyword: Contextual Applications of Differentiation
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