AP Calculus AB Flashcards

Tags: AP Calculus, AP Exams, Calculus, Entrance Exams, Mathematics

Decks in this Class (169):

  • An Introduction To Thinkwell Calculus 111
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  • The Two Questions Of Calculus 112
    2 Cards
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  • Average Rates Of Change 113
    2 Cards
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  • How To Do Math 114
    1 Cards
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  • Functions 121
    3 Cards
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  • Graphing Lines 122
    3 Cards
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  • Parabolas 123
    3 Cards
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  • Some Non Euclidean Geometry 124
    1 Cards
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  • Finding Rate Of Change Over An Interval 2
    2 Cards
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  • Finding Limits Graphically 212
    2 Cards
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  • The Formal Definition Of A Limit 213
    2 Cards
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  • The Limit Laws Part I 214
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  • The Limit Laws Part Ii 215
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  • One Sided Limits 216
    3 Cards
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  • The Squeeze Theorem 217
    3 Cards
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  • Continuity And Discontinuity 218
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  • Evaluating Limits 221
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  • Limits And Intermediate Forms 222
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  • Two Techniques For Evaluating Limits 223
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  • On Overview Of Limits 224
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  • Rates Of Change Secants And Tangents 311
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  • Finding Instantaneous Velocity 312
    4 Cards
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  • The Derivative 313
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  • Differentiability 314
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  • The Slope Of A Tangent Line 321
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  • Instantaneous Rate 322
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  • The Equation Of A Tangent Line 323
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  • More On Instantaneous Rate 324
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  • The Derivative Of The Reciprocal Function
    2 Cards
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  • The Derivative Of The Square Root Functio
    3 Cards
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  • A Shortcut For Finding Derivatives 411
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  • A Quick Proof Of The Power Rule 412
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  • Uses Of The Power Rule 413
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  • The Product Rule 421
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  • The Quotient Rule 422
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  • An Introduction To The Chain Rule 431
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  • Using The Chain Rule 432
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  • Combining Computational Techniques 433
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  • A Review Of Trigonometry 511
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  • Graphic Trigonometric Functions 512
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  • The Derivatives Of Trigonometric Function
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  • The Number Pi 514
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  • Graphing Exponential Functions 521
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  • Derivatives Of Exponential Functions 522
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  • Evaluating Logarithmic Functions 531
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  • The Derivative Of The Natural Log Functio
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  • Using The Derivative Rules With Transcend
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  • An Introduction To Implicit Differentiati
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  • Finding The Derivative Implicitly 612
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  • Using Implicit Differentiation 621
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  • Applying Implicit Differentiation 622
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  • The Exponential And Natural Log Functions
    3 Cards
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  • Differentiating Logarithmic Functions 632
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  • Logarithmic Differentiation 633
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  • The Basics Of Inverse Functions 634
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  • Finding The Inverse Of A Function 635
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  • Derivatives Of Inverse Functions 641
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  • The Inverse Sine Cosine And Tangent Funct
    2 Cards
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  • The Inverse Secant Cosecant And Cotangent
    1 Cards
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  • Evaluating Inverse Trigonometric Function
    2 Cards
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  • Derivatives Of Inverse Trigonometric Func
    1 Cards
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  • Defining The Hyperbolic Functions 671
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  • Hyperbolic Identities 672
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  • Derivatives Of Hyperbolic Functions 673
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  • Acceleration And The Derivative 711
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  • Solving Word Problems Involving Distance
    3 Cards
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  • High Order Derivatives And Linear Approxi
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  • Using The Tangent Line Approximation Form
    1 Cards
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  • Newton S Method 723
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  • The Connection Between Slope And Optimiza
    2 Cards
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  • The Fence Problem 732
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  • The Box Problem 733
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  • The Can Problem 734
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  • The Wire Cutting Problem 735
    3 Cards
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  • The Pebble Problem 741
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  • The Ladder Problem 742
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  • The Baseball Problem 743
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  • The Blimp Problem 744
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  • Math Anxiety 745
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  • An Introduction To Curve Sketching 811
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  • Three Big Theorems 812
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  • Morale Moment 813
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  • Critical Points 821
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  • Maximum And Minimum 822
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  • Regions Where A Function Increases Or Dec
    2 Cards
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  • The First Derivative Test 824
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  • Math Magic 825
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  • Concavity And Inflection Points 831
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  • Using The Second Derivative To Examine Co
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  • The Mobius Band 834
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  • Graphs Of Polynomial Functions 841
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  • Cusp Points And The Derivative 842
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  • Domain Restricted Functions And The Deriv
    3 Cards
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  • The Second Derivative Test 844
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  • Vertical Asymptotes 851
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  • Horizontal Asymptotes And Infinite Limits
    3 Cards
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  • Graphing Functions With Asymptotes 853
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  • Functions With Asymptotes And Holes 854
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  • Functions With Asymptotes And Critical Po
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  • Antidifferentiation 911
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  • Antiderivatives Of Powers Of X 912
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  • Antiderivatives Of Trigonometric And Expo
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  • Undoing The Chain Rule 921
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  • Integrating Polynomials By Substitution 9
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  • Integrating Composite Trigonometric Funct
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  • Integrating Composite Exponential And Rat
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  • More Integrating Trigonometric Functions
    2 Cards
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  • Choosing Effective Function Decomposition
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  • Approximating Areas Of Plane Regions 941
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  • Areas Riemann Sums And Definite Integrals
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  • The Fundamental Theorem Of Calculus Part
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  • The Fundamental Theorem Of Calculus Part
    3 Cards
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  • Illustrating The Fundamental Theorem Of C
    3 Cards
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  • Evaluating Definite Integrals 946
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  • An Overview Of Trigonometric Substitution
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  • Trigonometric Substitution Involving A De
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  • Trigonometric Substitution Involving A De
    2 Cards
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  • Deriving The Trapezoidal Rule 961
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  • An Example Of The Trapezoidal Rule 962
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  • Antiderivatives And Motion 1011
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  • Gravity And Vertical Motion 1012
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  • Solving Vertical Motion Problems 1013
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  • The Area Between Two Curves 1021
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  • Limits Of Area And Integration 1022
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  • Common Mistakes To Avoid When Finding Are
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  • Regions Bound By Several Curves 1024
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  • Finding Areas By Integrating With Respect
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  • Finding Areas By Integrating With Respect
    2 Cards
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  • Area Integration By Substitution And Trig
    2 Cards
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  • Finding The Average Value Of A Function 1
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  • Finding Volumes Using Cross Sectional Sli
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  • An Example Of Finding Cross Sectional Vol
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  • Solids Of Revolution 1061
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  • The Disk Method Along The Y Axis 1062
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  • A Transcendental Example Of The Disk Meth
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  • The Washer Method Across The X Axis 1064
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  • The Washer Method Across The Y Axis 1065
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  • Introducing The Shell Method 1071
    1 Cards
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  • Why Shells Can Be Better Than Washers 107
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  • The Shell Method Integrating With Respect
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  • An Introduction To Work 1081
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  • Calculating Work 1082
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  • Hooke S Law 1083
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  • Center Of Mass 1091
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  • The Center Of Mass Of A Thin Plate 1092
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  • An Introduction To Arc Length 10101
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  • Finding Arc Lengths Of Curves Given By Fu
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  • An Introduction To Differential Equations
    2 Cards
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  • Solving Separable Differential Equations
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  • Finding A Particular Solution 1113
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  • Direction Fields 1114
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  • Euler S Method For Solving Differential E
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  • Exponential Growth 1121
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  • Logistic Growth 1122
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  • Radioactive Decay 1123
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  • Indeterminate Forms 1211
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  • An Introduction To L Hopital S Rule 1212
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  • Basic Uses Of L Hopital S Rule 1213
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  • More Exotic Examples Of Indeterminate For
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  • L Hopital S Rule And Indeterminate Produc
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  • L Hopital S Rule And Indeterminate Differ
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  • L Hopital S Rule And One To The Infinite
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  • Another Example Of One To The Infinite Po
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  • The First Type Of Improper Integral 1231
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  • The Second Type Of Improper Integral 1232
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  • Infinite Limits Of Integration Convergenc
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  • An Introduction To Paradoxes 1311
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  • Paradoxes And Air Safety 1312
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  • A Glimpse Into Calculus Ii 1331
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