Antiderivatives - Study guides, Class notes & Summaries

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Notes on finding the antiderivative of a function, using the anti-power rule, and applying this concept to application problems about motion.

Learn about inverse trig functions. The derivatives and integrals of inverse trig functions with some sample problems.

The document contains a review sheet for MATH2413 final exam. A comprehensive review contains all the formulas, derivatives, antiderivatives, and methods needed to study for the final exam. Includes how to use LHop, Summation formulas, and a lot more. I studied with this and got a 97 on the final

Comprehensive Class notes on the fundamental theorem of calculus antiderivatives/integration with examples Based on CLP 2 textbook

Notes taken on the topic of antiderivatives as taught by Amy Austin in MATH 151 at TAMU. These notes contain formulas and definitions for antiderivatives (integrals) and shortcuts for them from certain functions such as x^n, e^x, a^x, and so on. There are also numerous examples showing work for these formulas and shortcuts as well as a couple of real-world examples.

Summaries for theme 1-7 for the WTW134 module. Inside are all the formulas you need to know, as well as practical tips and examples for how to use and apply the theory work in an assessment situation.

antiderivatives, areas and distances, area under a continuous function

Calculus 1 Questions & Answers Absolute Extrema - ANSWER: Includes both absolute maximum and absolute minimum in a given interval. Absolute Extrema - ANSWER: Includes both absolute maximum and absolute minimum in a given interval. Absolute Extrema - ANSWER: May occur at critical points or endpoints. Largest value is the absolute max, smallest is the absolute min. Absolute Extrema - ANSWER: May occur at critical points or endpoints. Largest value is the absolute max, smallest is the absol...

Calculus 1 Overview Questions & Answers (d/dx)(f⁻¹(x)) at x=b - ANSWER: 1/(f'(f⁻¹(x)) -or- 1/f'(a) where b=f(a) Acceleration - ANSWER: derivative of velocity (second derivative) Antiderivatives - ANSWER: F'(x)=f(x) Antiderivatives and Area - ANSWER: Displacement: ∫v(t)dt , [a,b] -- s(b)-s(a) Distance Travelled: ∫|v(t)|dt , [a,b] -- 2s(c)-s(a)-s(b) Chain Rule - ANSWER: d/dx f(g(x)) = f'(g(x)) • g'(x) Continuity and the Intermediate Value Theorem - ANSWER: Continuous = Diff...