AP Calculus AB Flashcards
Master AP Calculus AB concepts with interactive flashcards.
Study Materials
Need a quick way to review key AP Calculus AB concepts? Our extensive collection of flashcards allows you to study efficiently, reinforcing important terms and formulas at your own pace, ensuring you're ready for exam day.
Flashcard Topics
Functions
83 decksDifferential Functions
1045 Cards
Midpoint Riemann Sums
187 Cards
How to find midpoint Riemann sums
187 Cards
Other Differential Functions
858 Cards
How to find differential functions
858 Cards
Equations
397 Cards
Differential Equations
154 Cards
Graphing Differential Equations
10 Cards
Local Maximum
4 Cards
How to find local maximum by graphing differential equations
4 Cards
Local Minimum
5 Cards
How to find local minimum by graphing differential equations
5 Cards
Other Graphing Differential Equations
1 Cards
How to graph differential equations
1 Cards
Solutions to Differential Equations
144 Cards
How to find solutions to differential equations
144 Cards
Writing Equations
243 Cards
Integral Expressions
187 Cards
How to find integral expressions
187 Cards
Other Writing Equations
56 Cards
How to write equations
56 Cards
Graphing Functions
274 Cards
Area
7 Cards
How to graph functions of area
7 Cards
Curves
66 Cards
Local Maximum
36 Cards
How to find local maximum graphing functions of curves
36 Cards
Local Minimum
22 Cards
How to find local minimum graphing functions of curves
22 Cards
Other Curves
8 Cards
How to graph functions of curves
8 Cards
Intervals
108 Cards
Concave Down Intervals
34 Cards
How to find concave down intervals by graphing functions
34 Cards
Continuous on the Interval
5 Cards
How to find continuous on the interval by graphing functions
5 Cards
Decreasing Intervals
25 Cards
How to find decreasing intervals by graphing functions
25 Cards
Increasing Intervals
25 Cards
How to find increasing intervals by graphing functions
25 Cards
Relative Extremum
6 Cards
Relative Maximum
4 Cards
How to find relative maximum on the interval by graphing functions
4 Cards
Relative Minimum
2 Cards
How to find relative minimum on the interval by graphing functions
2 Cards
Trapezoidal Approximation
13 Cards
How to find trapezoidal approximation by graphing functions
13 Cards
Lines
48 Cards
Equation of Line
17 Cards
How to find equation of line by graphing functions
17 Cards
Length of Line
2 Cards
How to find length of line by graphing functions
2 Cards
Slope
29 Cards
How to find slope by graphing functions
29 Cards
Points
45 Cards
Describing Points
2 Cards
How to describe points by graphing functions
2 Cards
Other Points
19 Cards
How to graph functions of points
19 Cards
Points of Inflection
24 Cards
How to graph functions of points of inflection
24 Cards
Meaning of Functions
72 Cards
How to find the meaning of functions
72 Cards
Rate
1088 Cards
Approximation of Rate
6 Cards
How to find approximation of rate
6 Cards
Constant of Proportionality
192 Cards
How to find constant of proportionality of rate
192 Cards
Differentiable Rate
8 Cards
How to find differentiable of rate
8 Cards
Prediction Models
3 Cards
How to find prediction models
3 Cards
Rate of Change
804 Cards
How to find rate of change
804 Cards
Rate of Flow
41 Cards
How to find rate of flow
41 Cards
Solving for Time
34 Cards
How to solve for time
34 Cards
Regions
214 Cards
Area
136 Cards
How to find area of a region
136 Cards
Volume
78 Cards
How to find volume of a region
78 Cards
Derivatives
27 decksApplications of Derivatives
87 Cards
Analysis of curves, including the notions of monotonicity and concavity
6 Cards
Implicit differentiation
32 Cards
Interpretation of the derivative as a rate of change
30 Cards
Modeling rates of change, including related rates problems
9 Cards
Optimization, both global and local extrema
7 Cards
Computation of the Derivative
307 Cards
Chain rule and implicit differentiation
109 Cards
Derivative rules for sums, products, and quotients of functions
93 Cards
Derivatives of functions
94 Cards
Concept of the Derivative
87 Cards
Derivative defined as the limit of the difference quotient
47 Cards
Derivative interpreted as an instantaneous rate of change
36 Cards
Relationship between differentiability and continuity
4 Cards
Derivative as a function
77 Cards
Corresponding characteristics of graphs of ƒ and ƒ'
5 Cards
Equations involving derivatives
13 Cards
Mean Value Theorem
9 Cards
Relationship between the increasing and decreasing behavior of ƒ and the sign of ƒ'
47 Cards
Derivative at a point
117 Cards
Approximate rate of change from graphs and tables of values
49 Cards
Slope of a curve at a point
52 Cards
Tangent line to a curve at a point and local linear approximation
16 Cards
Second Derivatives
48 Cards
Corresponding characteristics of the graphs of ƒ, ƒ', and ƒ''
3 Cards
Points of inflection
14 Cards
Relationship between the concavity of ƒ and the sign of ƒ''
27 Cards
Integrals
16 decksApplications of antidifferentiation
34 Cards
Finding specific antiderivatives using initial conditions, including applications to motion along a line
9 Cards
Solving separable differential equations and using them in modeling
24 Cards
Fundamental Theorem of Calculus
33 Cards
Use of the Fundamental Theorem to evaluate definite integrals
22 Cards
Use of the Fundamental Theorem to represent a particular antiderivative, and the analytical and graphical analysis of functions so defined
3 Cards
Interpretations and properties of definite integrals
54 Cards
Basic properties of definite integrals (additivity and linearity)
28 Cards
Definite integral as a limit of Riemann sums
3 Cards
Definite integral of the rate of change of a quantity over an interval interpreted as the change of the quantity over the interval
23 Cards
Numerical approximations to definite integrals
90 Cards
Riemann sums (left, right, and midpoint evaluation points)
27 Cards
Trapezoidal sums
49 Cards
Techniques of antidifferentiation
106 Cards
Antiderivatives by substitution of variables
59 Cards
Antiderivatives following directly from derivatives of basic functions
42 Cards
Functions, Graphs, and Limits
12 decksAsymptotic and Unbounded Behavior
129 Cards
Asymptotic behavior in terms of limits involving infinity
22 Cards
Comparing relative magnitudes of functions and their rates of change
106 Cards
Graphical behavior of asymptotes
1 Cards
Continunity as a property of functions
8 Cards
An intuitive understanding of continuity
3 Cards
Geometric understanding of graphs of continuous functions
2 Cards
Understanding continuity in terms of limits
3 Cards
Limits of Functions (including one-sided limits)
70 Cards
Calculating limits using algebra
31 Cards
Estimating limits from graphs or tables
4 Cards
Understanding the limiting process.
35 Cards
Spatial Calculus
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