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Inverse Trig Functions and Standard Integrals

Inverse Trig Functions and Standard Integrals. The proof is on page 60 if you wish to read it. Page 61 Exercise 1A Questions 1(a), (b), (e), (f), 2(a), (c), (f), (h). Page 62 Exercise 1B Questions 1(a), (c), (e), (h). TJ Exercise 1. Integration of Rational Functions.

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Differential Calculus

Differential Calculus. The derivative, or derived function of f ( x ) denoted f` ( x ) is defined as . y. Q. P. h. x. x. x + h. Given that f(x) is differentiable, we can use the definition to prove that if . Differentiation from first principles.

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Exercise 3a questions - PowerPoint PPT Presentation

Inverse Trig Functions and Standard Integrals

Differential Calculus