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Math 1A (Calculus): Ch. 4.9 & 5.1 Notes

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antiderivatives, areas and distances, area under a continuous function

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Class 214.9 Antiderivatives5.1 Areas and Distances5.2 The Definite Integral- 4.9 Antiderivatives Function Jeopardy!!"=""!"=!!"=$#$!"=A function ! is called antiderivative of % ifTheoremIf ! is an antiderivative of %, then all antiderivatives of % are of the form
velocity at time &: &"position at time &:he(x)=53x=X↓x+73-antiderivative+2ofeOnef(x)=f(x)f(x)+C--7-->b·f(t)=+=f(t)=f'(t)f(t)=+-7~antiderivativeofvelocity

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