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Learning goals:
By the end of this learning period, Students should be able to confidently compute derivatives of trigonometric functions and apply the chain rule and other differentiation techniques to solve problems involving trigonometric expressions.
Resources:
https://jamboard.google.com/d/1oMt9ay6JrPb45wf_gZIa7vlBR2d7dEQNmHg8xybhIkc/viewer?f=0
ESTA ES LA HERRAMIENTA PRINCIPAL
https://es.khanacademy.org/math/ap-calculus-ab/ab-differentiation-1-new/ab-2-7/v/derivative-of-ex
Learning activities:
- Conceptual Understanding:
- Watch online tutorials or attend lectures that explain the basic concepts of trigonometric functions and their derivatives.
- Create a set of flashcards with key derivatives and their rules for quick review.
- Rule Derivation:
- Work through the derivation of derivative rules for trigonometric functions. Understand the steps and reasoning behind each rule.
- Practice deriving the derivatives of sine, cosine, tangent, etc., using first principles.
- Practice Problems:
- Solve a variety of problems involving derivatives of trigonometric functions. Start with basic problems and gradually increase complexity.
- Use textbooks, online resources, or calculus workbooks for a diverse set of practice problems.
- Chain Rule Application:
- Practice applying the chain rule to find derivatives of composite trigonometric functions.
- Create your own examples and solve them to reinforce the application of the chain rule.
- Product and Quotient Rule Practice:
- Solve problems that involve applying the product and quotient rules to trigonometric expressions.
- Work on problems that require combining trigonometric functions with other types of functions.
Adaptaciones curriculares:
– NINGUNO
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