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Explore antiderivatives and indefinite integration in calculus, including integral signs, variables of integration, and examples to understand the concepts thoroughly.
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AP Calculus Mx. Hartzer, Hamtramck High School 2018-19
DO NOW: Differentiate:
Today’s Objective • Students will: Examine antiderivatives and indefinite integration.
Today’s Agenda • Do Now • Notes
Antiderivative A function is an antiderivative of on interval if
Antiderivative If , where is a constant and is an antiderivative of , then is also an antiderivative of .
The Integral Sign Variable of integration Antiderivative of Integral Sign Constant of Integration Integrand
Examples Find:
Examples Find:
Examples Find:
Examples Find:
Examples Find:
Examples Find:
Examples Find:
Homework p. 255 9-33 odd