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Differentiating Hyperbolic Functions

Explore the fundamental principles of derivative calculus with a focus on hyperbolic and inverse trigonometric functions. Learn how to differentiate these functions using exponential definitions and the chain rule. Gain valuable insights and tools for integrating different functions, paving the way for advanced calculus concepts.

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Differentiating Hyperbolic Functions

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  1. The derivatives of hyperbolic functions follow from their exponential definitions Idea ? Differentiating Hyperbolic Functions

  2. Ex Differentiating Hyperbolic Functions Ex

  3. Ex Differentiating Hyperbolic Functions Ex Page 48 Exercise 3A

  4. The derivatives of inverse trigonometric functions are obtained by chain rule Idea 1 y x Ex Differentiating Inverse Trig Functions

  5. a y x Ex Differentiating Inverse Trig Functions

  6. Differentiating Hyperbolic Functions Ex Page 53 Exercise 3C

  7. Ex Differentiating Inverse Hyperbolic Functions

  8. Ex Differentiating Inverse Hyperbolic Functions Page 48 Exercise 3B

  9. Derivatives of Inverse Functions Summary Page 52 Exercise 3D This list will prove a valuable toolkit for integrating quotients as we shall soon see.

  10. Differentiating Hyperbolic Functions Ex Page 206 Exercise 10B Questions 1 and 14

  11. Labels M1 Reference to previous module 1 ? Quick Question Def. Definition Idea Key Idea Ex Example Ex Exercise

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