About This Chapter
Studying for Math 104 - Summary
If you need to brush up on essential calculus terms, rules and concepts, study this series of interactive flashcards. You can review topics such as integration, derivative applications, L'Hopital's rule, and function continuity at any time using your computer or mobile device. Additional topics you can expect to study include:
- Graphing functions
- Trigonometry and geometry
- Rate of change
- Graphing and solving derivatives
- Differential equations
How They Work
Studying calculus with flashcards can be a simple and effective way to memorize calculus definitions, formulas and graphing concepts. Simply keep track of the flashcards that you already know and repeat the ones that require extra attention.
- Open a flashcard set for the calculus topic you're studying.
- Identify the word, concept or formula on the flashcard.
- Click the button to flip the card and view the answer.
- Select whether you got it right or missed it to keep track of your progress.
- Click the Next arrow to proceed through the flashcard set.
- Review the cards you missed or shuffle all cards back in and go through them again.
Graphing Functions Flashcards
You can use this set of flashcards to review how to graph a few types of basic functions. They will also help you practice several concepts related to polynomials.
Function Continuity Flashcards
You can practice the concepts related to continuity of functions with this set of flashcards. You can also review how to apply the Intermediate Value Theorem.
Geometry & Trigonometry Flashcards
These flashcards provide practice with concepts related to right triangles. You will be able to review the Pythagorean Theorem and some trigonometric functions.
Limits in Calculus Flashcards
You can use these flashcards to practice concepts related to limits of functions. You can review the properties of limits, as well as how to determine limits from graphs or from functions.
Rate of Change in Calculus Flashcards
This set of flashcards can help you review the calculus concepts of rate of change and derivatives. You will also be able to practice the Mean Value Theorem.
Solving Derivatives Flashcards
You can use this set of flashcards to review how to find derivatives. The concepts you can practice include the rules of differentiation, as well as implicit differentiation.
Graphing Derivatives & L'Hopital's Rule Flashcards
This set of flashcards will help you practice working with graphs of functions and their derivatives. You will also be able to review L'Hopital's Rule for limits.
Applications of Derivatives Flashcards
Derivative applications are an important part of calculus, so knowing the concepts taught in this flashcard set will help you be successful. Learn about Newton's Method and optimization problems to help you become more comfortable with derivatives.
Integrals & the Area Under the Curve Flashcards
This flashcard set covers integrals and area of the curve application problems that can help you be more confident in math class. Use this set to brush up on how to approximate integral solutions or gain confidence when solving integral application problems.
Integration in Calculus Flashcards
Are you interesting in learning more about integration? This extensive flashcard set contains tons of application problems that you may encounter in your calculus class. Use this set to check your understanding or to prepare for an upcoming exam.
Differential Equations Flashcards
This differential equations flashcard set is an introductory look at solving these types of problems. Topics like separation of variables and rate of change application problems will help you study up on the fundamentals of differential equations.
12. Math 104: Calculus Formulas & Properties
The following resource includes the most important formulas and theorems found in Math 104 Calculus, along with equations and properties of integrals and basic trigonometric functions.
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Other chapters within the Math 104: Calculus course
- Graphing and Functions
- Vectors in Calculus
- Geometry and Trigonometry
- How to Use a Scientific Calculator
- Rate of Change
- Calculating Derivatives and Derivative Rules
- Graphing Derivatives and L'Hopital's Rule
- Applications of Derivatives
- Area Under the Curve and Integrals
- Integration and Integration Techniques
- Integration Applications
- Differential Equations