Maths
Various
Various
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A. T.
A. T.
This flashcard set covers advanced calculus topics at an intermediate level, focusing on derivatives, integration, and related rules. It delves into various rules for differentiation, including the chain rule, and provides examples of derivatives for functions like sin(x), cos(x), and x². The set also explores integration techniques such as substitution and parts, with practical examples like integrating sin(x²) and x/(x²+1). Additionally, it includes rules for logarithms and exponentiation. This flashcard set is ideal for students and professionals seeking to strengthen their calculus skills, offering a comprehensive overview of key concepts and their applications.
Integration examples:
1) what is the integral of sin(x) ?
2) what is the integral of 1/x ?
3) What is ∫x3 dx ?
4) What is ∫√x dx ?
5) What is ∫√x dx ?
6) What is ∫6x2 dx ?
7) What is ∫cos x + x dx ?
8) What is ∫ew − 3 dw ?
9) What is ∫8z + 4z3 − 6z2 dz ?
Keyboard commands:
= turn,
= for-/backward,
= scroll
Explonentiation rules 1
Keyboard commands:
= turn,
= for-/backward,
= scroll
Rules for logarithms 1
Keyboard commands:
= turn,
= for-/backward,
= scroll
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Flashcards
Integration examples:
1) what is the integral of sin(x) ?
2) what is the integral of 1/x ?
3) What is ∫x3 dx ?
4) What is ∫√x dx ?
5) What is ∫√x dx ?
6) What is ∫6x2 dx ?
7) What is ∫cos x + x dx ?
8) What is ∫ew − 3 dw ?
9) What is ∫8z + 4z3 − 6z2 dz ?
Rules for logarithms 1
