Decks in this Class (190):

111 An Introduction To Thinkwell Calculu
1.1.1 An Introduction to Thinkwell Calculus
Sample Cards:note1 CardsPreview Flashcards 
112 The Two Questions Of Calculus
1.1.2 The Two Questions of Calculus
Sample Cards:the two questions of calculus,rate of change and differential calculus,integral calculus3 CardsPreview Flashcards 
113 Average Rates Of Change
1.1.3 Average Rates of Change
Sample Cards:average rates of change,average rate of change and delta,instantaneous rate of change14 CardsPreview Flashcards 
114 How To Do Math
1.1.4 How to Do Math
Sample Cards:note1 CardsPreview Flashcards 
121 Functions
1.2.1 Functions
Sample Cards:functions,note,the amount of money in brian s savings a16 CardsPreview Flashcards 
122 Graphing Lines
1.2.2 Graphing Lines
Sample Cards:graphing lines,slope intercept form,note14 CardsPreview Flashcards 
123 Parabolas
1.2.3 Parabolas
Sample Cards:parabolas,note,does the parabola described by the funct15 CardsPreview Flashcards 
124 Some Non Euclidean Geometry
1.2.4 Some NonEuclidean Geometry
Sample Cards:note1 CardsPreview Flashcards 
Chapter 1 Practice Test
Chapter 1 Practice Test
Sample Cards:the given region is the combination of a,the formula for the volume of a cone is,marjorie s school is 2 miles away from h20 CardsPreview Flashcards 
Chapter 1 Test
Chapter 1 Test
Sample Cards:the given region is the combination of a,the formula for the volume of a cone is,the community center is 4 miles away fro20 CardsPreview Flashcards 
211 Finding Rate Of Change Over An Inter
2.1.1 Finding Rate of Change over an Interval
Sample Cards:finding rate of change over an interval,position function,rate of change18 CardsPreview Flashcards 
212 Finding Limits Graphically
2.1.2 Finding Limits Graphically
Sample Cards:finding limits graphically,note,does h x have a limit as x approaches 19 CardsPreview Flashcards 
213 The Formal Definition Of A Limit
2.1.3 The Formal Definition of a Limit
Sample Cards:the formal definition of a limit,note,given the limit limx 2 2x 2 6 find the l6 CardsPreview Flashcards 
214 The Limit Laws Part I
2.1.4 The Limit Laws, Part I
Sample Cards:note,suppose you are told that lim x 1 f x 3,given lim x cf x 2 and lim x cg x 4 eval7 CardsPreview Flashcards 
215 The Limit Laws Part Ii
2.1.5 The Limit Laws, Part II
Sample Cards:the limit laws part ii,note,note 217 CardsPreview Flashcards 
216 One Sided Limits
2.1.6 OneSided Limits
Sample Cards:one sided limits,note 1,note 211 CardsPreview Flashcards 
217 The Squeeze Theorem
2.1.7 The Squeeze Theorem
Sample Cards:the squeeze theorem,theorem,note13 CardsPreview Flashcards 
218 Continuity And Discontinuity
2.1.8 Continuity and Discontinuity
Sample Cards:continuity and discontinuity,note,note 213 CardsPreview Flashcards 
221 Evaluating Limits
2.2.1 Evaluating Limits
Sample Cards:evaluating limits,limit,indeterminate form17 CardsPreview Flashcards 
222 Limits And Indeterminate Forms
2.2.2 Limits and Indeterminate Forms
Sample Cards:limits and indeterminate forms,note,evaluate the limit lim x 2 1 2 x 312 CardsPreview Flashcards 
223 Two Techniques For Evaluating Limits
2.2.3 Two Techniques for Evaluating Limits
Sample Cards:two techniques for evaluating limits,note,evaluate the limit lim x 2 x 5x 6 x 2 47 CardsPreview Flashcards 
224 An Overview Of Limits
2.2.4 An Overview of Limits
Sample Cards:an overview of limits,note,letg x x 2 4 x 2 x 2k x 2find the value11 CardsPreview Flashcards 
Chapter 2 Practice Test
Chapter 2 Practice Test
Sample Cards:what is the limit of the function in the,what is the limit of the function in the,for what value s of x does the function20 CardsPreview Flashcards 
Chapter 2 Test
Chapter 2 Test
Sample Cards:what is the limit of the function in the,what is the limit of the function in the,for what value s of x does the function20 CardsPreview Flashcards 
311 Rates Of Change Secants And Tangents
3.1.1 Rates of Change, Secants, and Tangents
Sample Cards:rates of change secants and tangent,rate of change secant tangent,what is the average rate of change of th12 CardsPreview Flashcards 
312 Finding Instantaneous Velocity
3.1.2 Finding Instantaneous Velocity
Sample Cards:finding instantaneous velocity,note,the provided graph shows the position fu14 CardsPreview Flashcards 
313 The Derivative
3.1.3 The Derivative
Sample Cards:the derivative,note,given that f t 2t 2 4t and that f t 4t 413 CardsPreview Flashcards 
314 Differentiability
3.1.4 Differentiability
Sample Cards:differentiability,note,is the function f x 3x 2 27 differentiab9 CardsPreview Flashcards 
321 The Slope Of A Tangent Line
3.2.1 The Slope of a Tangent Line
Sample Cards:the slope of a tangent line,note,using the definition of the derivative f9 CardsPreview Flashcards 
322 Instantaneous Rate
3.2.2 Instantaneous Rate
Sample Cards:instantaneous rate,note,nancy rides her bicycle home after her 414 CardsPreview Flashcards 
323 The Equation Of A Tangent Line
3.2.3 The Equation of a Tangent Line
Sample Cards:the equation of a tangent line,note,suppose you are told that the equation o17 CardsPreview Flashcards 
324 More On Instantaneous Rate
3.2.4 More on Instantaneous Rate
Sample Cards:more on instantaneous rate,note,the rate of production at acme toys can8 CardsPreview Flashcards 
331 The Derivative Of The Reciprocal Fun
3.3.1 The Derivative of the Reciprocal Function
Sample Cards:derivative of the reciprocal function,note,suppose f x 4 x what is the slope of the19 CardsPreview Flashcards 
332 The Derivative Of The Square Root Fu
3.3.2 The Derivative of the Square Root Function
Sample Cards:the derivative of the square root functi,note,suppose a particles position is given by16 CardsPreview Flashcards 
Chapter 3 Practice Test
Chapter 3 Practice Test
Sample Cards:what is the average rate of change of th,what is the slope of the secant line of,what is the average rate of change of th20 CardsPreview Flashcards 
Chapter 3 Test
Chapter 3 Test
Sample Cards:what is the slope of the secant line of,what is the average rate of change of th,what is the slope of the secant line of20 CardsPreview Flashcards 
411 A Shortcut For Finding Derivatives
4.1.1 A Shortcut for Finding Derivatives
Sample Cards:shortcut for finding derivatives,note,suppose f x x 3 what is f x14 CardsPreview Flashcards 
412 A Quick Proof Of The Power Rule
4.1.2 A Quick Proof of the Power Rule
Sample Cards:quick proof of power rule,note,suppose a particles position is given by12 CardsPreview Flashcards 
413 Uses Of The Power Rule
4.1.3 Uses of the Power Rule
Sample Cards:uses of power rule,note,find the derivativef x x 424 CardsPreview Flashcards 
421 The Product Rule
4.2.1 The Product Rule
Sample Cards:product rule,note,find the derivative f x x 1 x 2 112 CardsPreview Flashcards 
422 The Quotient Rule
4.2.2 The Quotient Rule
Sample Cards:the quotient rule,note,find the derivativef x x 2 x 29 CardsPreview Flashcards 
431 An Introduction To The Chain Rule
4.3.1 An Introduction to the Chain Rule
Sample Cards:intro to chain rule,notes,suppose f x x 2 6 4 8 find f 215 CardsPreview Flashcards 
432 Using The Chain Rule
4.3.2 Using the Chain Rule
Sample Cards:chain rule,note,find the derivative of f x x 3 3x 2 214 CardsPreview Flashcards 
433 Combining Computational Techniques
4.3.3 Combining Computational Techniques
Sample Cards:chain rule,note,find dy dx y 2x 1 2 3x 214 CardsPreview Flashcards 
Chapter 4 Practice Test
Chapter 4 Practice Test
Sample Cards:what is the derivative of the function f,what is the derivative of the function f,what is the derivative of the function f20 CardsPreview Flashcards 
Chapter 4 Test
Chapter 4 Test
Sample Cards:what is the derivative of the function f,what is the derivative of the functionf,what is the derivative of the function f20 CardsPreview Flashcards 
511 A Review Of Trigonometry
5.1.1 A Review of Trigonometry
Sample Cards:a review of trigonometry,note,simplify the expression sin x cos x cot13 CardsPreview Flashcards 
512 Graphing Trigonometric Functions
5.1.2 Graphing Trigonometric Functions
Sample Cards:graphing trigonometric functions,note,convert 85 to radians10 CardsPreview Flashcards 
513 The Derivatives Of Trigonometric Fun
5.1.3 The Derivatives of Trigonometric Functions
Sample Cards:derivatives of trigonometric functions,note,find the derivativef t 3t sec t17 CardsPreview Flashcards 
514 The Number Pi
5.1.4 The Number Pi
Sample Cards:the number pi,note,a man built a platform in the shape of a16 CardsPreview Flashcards 
521 Graphing Exponential Functions
5.2.1 Graphing Exponential Functions
Sample Cards:graphing exponential functions,note,which of the following is the graph of t13 CardsPreview Flashcards 
522 Derivatives Of Exponential Functions
5.2.2 Derivatives of Exponential Functions
Sample Cards:derivatives of exponential functions,note,for what values of x does the function h8 CardsPreview Flashcards 
531 Evaluating Logarithmic Functions
5.3.1 Evaluating Logarithmic Functions
Sample Cards:evaluating logarithmic functions,note,evaluate 5log _4 2 log_ 4 411 CardsPreview Flashcards 
532 The Derivative Of The Natural Log Fu
5.3.2 The Derivative of the Natural Log Function
Sample Cards:the derivative of the natural log functi,note,find the x values of the points where th10 CardsPreview Flashcards 
533 Using The Derivative Rules With Tran
5.3.3 Using the Derivative Rules with Transcendental Functions
Sample Cards:using the derivative rules with transcen,note,calculate the slope of the line tangent8 CardsPreview Flashcards 
Chapter 5 Practice Test
Chapter 5 Practice Test
Sample Cards:if sin x 1 3 what is cos x,what is the derivative of f x x sin x,compute the derivative of the function f20 CardsPreview Flashcards 
Chapter 5 Test
Chapter 5 Test
Sample Cards:if sin x 3 5 what is tan x,find dy dx of y 3x 2 2 sin2x,compute the derivative of the function f20 CardsPreview Flashcards 
611 An Introduction To Implicit Differen
6.1.1 An Introduction to Implicit Differentiation
Sample Cards:an introduction to implicit differentiat,note,suppose a curve is defined by the equati13 CardsPreview Flashcards 
612 Finding The Derivative Implicitly
6.1.2 Finding the Derivative Implicitly
Sample Cards:finding the derivative implicitly,note,given the equation cos 2x cos 2y cos 2514 CardsPreview Flashcards 
621 Using Implicit Differentiation
6.2.1 Using Implicit Differentiation
Sample Cards:using implicit differentiation,note,given the equation 1 ln xy e y find dydx14 CardsPreview Flashcards 
622 Applying Implicit Differentiation
6.2.2 Applying Implicit Differentiation
Sample Cards:applying implicit differentiation,note,what is the equation of the line tangent9 CardsPreview Flashcards 
631 The Exponential And Natural Log Func
6.3.1 The Exponential and Natural Log Functions
Sample Cards:the exponential and natural log function,note,for which of these values is the natural12 CardsPreview Flashcards 
632 Differentiating Logarithmic Function
6.3.2 Differentiating Logarithmic Functions
Sample Cards:differentiating logarithmic functions,note,differentiate the given functionf x log112 CardsPreview Flashcards 
633 Logarithmic Differentiation
6.3.3 Logarithmic Differentiation
Sample Cards:logarithmic differentiation,note,differentiate the given functionf x x x14 CardsPreview Flashcards 
634 The Basics Of Inverse Functions
6.3.4 The Basics of Inverse Functions
Sample Cards:the basics of inverse functions,note,the graph of an invertible fucntion f x12 CardsPreview Flashcards 
635 Finding The Inverse Of A Function
6.3.5 Finding the Inverse of a Function
Sample Cards:finding the inverse of a function,note,which of the following correctly relates12 CardsPreview Flashcards 
641 Derivatives Of Inverse Function
6.4.1 Derivatives of Inverse Function
Sample Cards:derivatives of inverse functions,note,if f is an invertible function which of12 CardsPreview Flashcards 
651 The Inverse Sine Cosine And Tangent
6.5.1 The Inverse Sine, Cosine, and Tangent Functions
Sample Cards:the inverse sine cosine and tangent func,note,put the following expressions in order o12 CardsPreview Flashcards 
652 The Inverse Secant Cosecant And Cota
6.5.2 The Inverse Secant, Cosecant, and Cotangent Functions
Sample Cards:the inverse secant cosecant and cotangen,note,which trigonometric function is represen12 CardsPreview Flashcards 
653 Evaluating Inverse Trigonometric Fun
6.5.3 Evaluating Inverse Trigonometric Functions
Sample Cards:evaluating inverse trigonometric functio,note,evaluate cos 1 1 2 y12 CardsPreview Flashcards 
661 Derivatives Of Inverse Trigonometric
6.6.1 Derivatives of Inverse Trigonometric Functions
Sample Cards:derivatives of inverse trigonometric fun,note,find dy dx for y arcsecx12 CardsPreview Flashcards 
671 Defining The Hyperbolic Functions
6.7.1 Defining the Hyperbolic Functions
Sample Cards:defining the hyperbolic functions,note,which of the following hyperbolic functi12 CardsPreview Flashcards 
672 Hyperbolic Identities
6.7.2 Hyperbolic Identities
Sample Cards:hyperbolic identities,note,which of the following is not equivalent12 CardsPreview Flashcards 
673 Derivatives Of Hyperbolic Functions
6.7.3 Derivatives of Hyperbolic Functions
Sample Cards:derivatives of hyperbolic functions,note,which of the following is the derivative12 CardsPreview Flashcards 
Chapter 6 Practice Test
Chapter 6 Practice Test
Sample Cards:given x 2 y 2 1 find dy dx by implicit d,given xy 5 find dy dx by implicit differ,given x 1 y 1 find dy dx by implicit dif20 CardsPreview Flashcards 
Chapter 6 Test
Chapter 6 Test
Sample Cards:given 5x 2 2y 3 10 find dy dx by implici,given xy y 3 find dy dx by implicit diff,given x cos y y cos x 1 find dy dx by im20 CardsPreview Flashcards 
Practice Midterm Exam
Practice Midterm Exam
Sample Cards:an object is dropped from the top of a t,for which values of k will the line y x,what is the limit of the function in the20 CardsPreview Flashcards 
Midterm Exam
Midterm Exam
Sample Cards:a projectile is fired straight up into t,the line of the equation y x 1 and the p,what is the limit of the function in the20 CardsPreview Flashcards 
711 Acceleration And The Derivative
7.1.1 Acceleration and the Derivative
Sample Cards:acceleration and the derivative,note,suppose an object falling out of an airp9 CardsPreview Flashcards 
712 Solving Word Problems Involving Dist
7.1.2 Solving Word Problems Involving Distance and Velocity
Sample Cards:solving word problems involving distance,note 1,note 215 CardsPreview Flashcards 
721 Higher Order Derivatives And Linear
7.2.1 HigherOrder Derivatives and Linear Approximation
Sample Cards:higher order derivatives and linear appr,note,use the linear approximation method from14 CardsPreview Flashcards 
722 Using The Tangent Line Approximation
7.2.2 Using the Tangent Line Approximation Formula
Sample Cards:using the tangent line approximation for,note,use the linear approximation formula to14 CardsPreview Flashcards 
723 Newton S Method
7.2.3 Newton's Method
Sample Cards:newtons method,note,complete two iterations of newton s meth6 CardsPreview Flashcards 
731 The Connection Between Slope And Opt
7.3.1 The Connection Between Slope and Optimization
Sample Cards:the connection between slope and optimiz,note 1,note 212 CardsPreview Flashcards 
732 The Fence Problem
7.3.2 The Fence Problem
Sample Cards:the fence problem,note,a man decides to create a rectangular ga8 CardsPreview Flashcards 
733 The Box Problem
7.3.3 The Box Problem
Sample Cards:the box problem,note,a man is constructing a box out of a 208 CardsPreview Flashcards 
734 The Can Problem
7.3.4 The Can Problem
Sample Cards:the can problem,note,the average soda can is made up of 156258 CardsPreview Flashcards 
735 The Wire Cutting Problem
7.3.5 The WireCutting Problem
Sample Cards:note,note,a 16 inch wire is cut in two and shaped5 CardsPreview Flashcards 
741 The Pebble Problem
7.4.1 The Pebble Problem
Sample Cards:the pebble problem,note,two identical twelve inch rulers on a de8 CardsPreview Flashcards 
742 The Ladder Problem
7.4.2 The Ladder Problem
Sample Cards:the ladder problem,note,suppose a particle is moving from left t6 CardsPreview Flashcards 
743 The Baseball Problem
7.4.3 The Baseball Problem
Sample Cards:the baseball problem,note,suppose you are told that z x 2y 3 where7 CardsPreview Flashcards 
744 The Blimp Problem
7.4.4 The Blimp Problem
Sample Cards:the blimp problem,note,suppose that a certain clock has a minut7 CardsPreview Flashcards 
Chapter 7 Practice Test
Chapter 7 Practice Test
Sample Cards:a particle moves along the x axis with i,a particle moves along the x axis with i,a point moves along the x axis with its20 CardsPreview Flashcards 
Chapter 7 Test
Chapter 7 Test
Sample Cards:a particle moves along the x axis with i,a particle moves along the x axis with i,a point moves along the x axis with its20 CardsPreview Flashcards 
811 An Introduction To Curve Sketching
8.1.1 An Introduction to Curve Sketching
Sample Cards:introduction to curve sketching,note,how can you tell if a graph is symmetric7 CardsPreview Flashcards 
812 Three Big Theorems
8.1.2 Three Big Theorems
Sample Cards:three big theorems,note,given f 1 3 and f 5 11 if f is continuou12 CardsPreview Flashcards 
821 Critical Points
8.2.1 Critical Points
Sample Cards:critical points,note,does this function have a critical point5 CardsPreview Flashcards 
822 Maximum And Minimum
8.2.2 Maximum and Minimum
Sample Cards:maximum and minimum,note 1,note 213 CardsPreview Flashcards 
823 Regions Where A Function Increases O
8.2.3 Regions Where a Function Increases or Decreases
Sample Cards:regions where a function increases or de,note,find the interval s where the function y12 CardsPreview Flashcards 
824 The First Derivative Test
8.2.4 The First Derivative Test
Sample Cards:the first derivative test,note,suppose f x is continuous and defined fo5 CardsPreview Flashcards 
831 Concavity And Inflection Points
8.3.1 Concavity and Inflection Points
Sample Cards:concavity and inflection points,note,suppose you are told that in the interva9 CardsPreview Flashcards 
832 Using The Second Derivative To Exami
8.3.2 Using the Second Derivative to Examine Concavity
Sample Cards:using the second derivative to examine c,note,find the points of inflection for the cu6 CardsPreview Flashcards 
841 Graphs Of Polynomial Functions
8.4.1 Graphs of Polynomial Functions
Sample Cards:graphs of polynomial functions,note,use calculus to determine which of the f9 CardsPreview Flashcards 
842 Cusp Points And The Derivative
8.4.2 Cusp Points and the Derivative
Sample Cards:cusp points and the derivative,note,which of the following graphs describes8 CardsPreview Flashcards 
843 Domain Restricted Functions And The
8.4.3 DomainRestricted Functions and the Derivative
Sample Cards:domain restricted functions and the deri,note,which of the following is the graph of y6 CardsPreview Flashcards 
844 The Second Derivative Test
8.4.4 The Second Derivative Test
Sample Cards:the second derivative test,note,given that the function f x has a critic8 CardsPreview Flashcards 
851 Vertical Asymptotes
8.5.1 Vertical Asymptotes
Sample Cards:vertical asymptotes,note,find the vertical asymptotes of the curv7 CardsPreview Flashcards 
852 Horizontal Asymptotes And Infinite L
8.5.2 Horizontal Asymptotes and Infinite Limits
Sample Cards:horizontal asymptotes and infinite limit,note 1,note 29 CardsPreview Flashcards 
853 Graphing Functions With Asymptotes
8.5.3 Graphing Functions with Asymptotes
Sample Cards:graphing functions with asymptotes,note,which of the following curves is the gra5 CardsPreview Flashcards 
854 Functions With Asymptotes And Holes
8.5.4 Functions with Asymptotes and Holes
Sample Cards:functions with asymptotes and holes,note,which of the following curves is the gra5 CardsPreview Flashcards 
855 Functions With Asymptotes And Critic
8.5.5 Functions with Asymptotes and Critical Points
Sample Cards:functions with asymptotes and critical p,note,choose the graph of the following equati5 CardsPreview Flashcards 
Chapter 8 Practice Test
Chapter 8 Practice Test
Sample Cards:below is a graph on which four points ha,below is the graph of a function on whic,below is a graph on which four points ha20 CardsPreview Flashcards 
Chapter 8 Test
Chapter 8 Test
Sample Cards:below is a graph on which four points ha,below is a graph which has been divided,below is a graph on which four points ha20 CardsPreview Flashcards 
911 Antidifferentiation
9.1.1 Antidifferentiation
Sample Cards:antidifferentiation,note,find an antiderivative forf x 08 CardsPreview Flashcards 
912 Antiderivatives Of Powers Of X
9.1.2 Antiderivatives of Powers of x
Sample Cards:antiderivatives of powers of x,note,evaluate 10 x 2 3 x 2 dx9 CardsPreview Flashcards 
913 Antiderivatives Of Trigonometric And
9.1.3 Antiderivatives of Trigonometric and Exponential Functions
Sample Cards:antiderivatives of trigonometric and exp,note,find f x so that f x 4e x 6sinx11 CardsPreview Flashcards 
921 Undoing The Chain Rule
9.2.1 Undoing the Chain Rule
Sample Cards:undoing the chain rule,note,evaluate 7 x 3 1 6 3x 2 dx9 CardsPreview Flashcards 
922 Integrating Polynomials By Substitut
9.2.2 Integrating Polynomials by Substitution
Sample Cards:integrating polynomials by substitution,note,integrate 3 x 1dx12 CardsPreview Flashcards 
931 Integrating Composite Trigonometric
9.3.1 Integrating Composite Trigonometric Functions by Substitution
Sample Cards:integrating composite trigonometric func,note,solve the integral x 1 4 csc 2x 3 4dx12 CardsPreview Flashcards 
932 Integrating Composite Exponential An
9.3.2 Integrating Composite Exponential and Rational Functions by Substitution
Sample Cards:integrating composite exponential and ra,note,evaluate 2x x 2 5dx10 CardsPreview Flashcards 
933 More Integrating Tirgonometric Funct
9.3.3 More Integrating Tirgonometric Functions by Substitution
Sample Cards:more integrating trigonometric functions,note,evaluate the integral secxtanx 1 secxdx12 CardsPreview Flashcards 
934 Choosing Effective Function Decompos
9.3.4 Choosing Effective Function Decompositions
Sample Cards:choosing effective function decompositio,note,which of the following is the best choic6 CardsPreview Flashcards 
941 Approximating Areas Of Plane Regions
9.4.1 Approximating Areas of Plane Regions
Sample Cards:approximating areas of plane regions,note,approximate the area under the curve y x5 CardsPreview Flashcards 
942 Areas Riemann Sums And Definite Inte
9.4.2 Areas, Riemann Sums, and Definite Integrals
Sample Cards:areas riemann sums and definite integral,note,how is the concept of the limit importan12 CardsPreview Flashcards 
943 The Fundamental Theorem Of Calculus
9.4.3 The Fundamental Theorem of Calculus, Part I
Sample Cards:the fundamental theorem of calculus part,note,use the fundamental theorem of calculus12 CardsPreview Flashcards 
944 The Fundamental Theorem Of Calculus
9.4.4 The Fundamental Theorem of Calculus, Part II
Sample Cards:the fundamental theorem of calculus part,note,what is the area between the curve y x 35 CardsPreview Flashcards 
945 Illustrating The Fundamental Theorem
9.4.5 Illustrating the Fundamental Theorem of Calculus
Sample Cards:illustrating the fundamental theorem of,note,evaluate the integral using the fundamen10 CardsPreview Flashcards 
946 Evaluating Definite Integrals
9.4.6 Evaluating Definite Integrals
Sample Cards:evaluating definite integrals,note,evaluate2 1 4 dx13 CardsPreview Flashcards 
951 An Overview Of Trigonometric Substit
9.5.1 An Overview of Trigonometric Substitution Strategy
Sample Cards:an overview of trigonometric substitutio,note,which of the following is the hypotenuse12 CardsPreview Flashcards 
952 Trigonometric Substitution Involving
9.5.2 Trigonometric Substitution Involving a Definite Integral: Part One
Sample Cards:trigonometric substitution involving a d,note2 CardsPreview Flashcards 
953 Trigonometric Substitution Involving
9.5.3 Trigonometric Substitution Involving a Definite Integral: Part Two
Sample Cards:trigonometric substitution involving a d,note,evaluate 1 0 x 4x x 2dx9 CardsPreview Flashcards 
961 Deriving The Trapezoidal Rule
9.6.1 Deriving the Trapezoidal Rule
Sample Cards:deriving the trapezoidal rule,note,which of the following is most accurate12 CardsPreview Flashcards 
962 An Example Of The Trapezoidal Rule
9.6.2 An Example of the Trapezoidal Rule
Sample Cards:an example of the trapezoidal rule,note,use the trapezoidal rule with 4 trapezoi14 CardsPreview Flashcards 
Chapter 9 Practice Test
Chapter 9 Practice Test
Sample Cards:evaluate the indefinite integral u u 3 1,evaluate the indefinite integral x 5 2x,evaluate the indefinite integral 5e xdx20 CardsPreview Flashcards 
Chapter 9 Test
Chapter 9 Test
Sample Cards:evaluate the indefinite integral 2x 4 3x,evaluate the indefinite integral x 3 3x,evaluate the indefinite integral e x 5 x20 CardsPreview Flashcards 
1011 Antiderivatives And Motion
10.1.1 Antiderivatives and Motion
Sample Cards:antiderivatives and motion,note,a model rocket blasts off and experience12 CardsPreview Flashcards 
1012 Gravity And Vertical Motion
10.1.2 Gravity and Vertical Motion
Sample Cards:gravity and vertical motion,note,note 211 CardsPreview Flashcards 
1013 Solving Vertical Motion Problems
10.1.3 Solving Vertical Motion Problems
Sample Cards:solving vertical motion problems,note,the position of a helicopter moving only8 CardsPreview Flashcards 
1021 The Area Between Two Curves
10.2.1 The Area between Two Curves
Sample Cards:the area between two curves,note,what is the area between the graphs of t7 CardsPreview Flashcards 
1022 Limits Of Integration And Area
10.2.2 Limits of Integration and Area
Sample Cards:limits of integration and area,note,find the area of the region bound by y x7 CardsPreview Flashcards 
1023 Common Mistakes To Avoid When Findi
10.2.3 Common Mistakes to Avoid When Finding Areas
Sample Cards:common mistakes to avoid when finding ar,note,what is the area bound between the curve6 CardsPreview Flashcards 
1024 Regions Bound By Several Curves
10.2.4 Regions Bound by Several Curves
Sample Cards:regions bound by several curves,note,find the area of the shaded region bound6 CardsPreview Flashcards 
1031 Finding Areas By Integrating With R
10.3.1 Finding Areas by Integrating with Respect to y: Part One
Sample Cards:finding areas by integrating with respec,note,is the area bound by these curves x easy8 CardsPreview Flashcards 
1032 Finding Areas By Integrating With R
10.3.2 Finding Areas by Integrating with Respect to y: Part Two
Sample Cards:finding areas by integrating with respec,note,find the area of the region bound by y 18 CardsPreview Flashcards 
1033 Area Integration By Substitution An
10.3.3 Area, Integration by Substitution, and Trigonometry
Sample Cards:area integration by substitution and tri,note,find the area of the region bound by x y8 CardsPreview Flashcards 
1041 Finding The Average Value Of A Func
10.4.1 Finding the Average Value of a Function
Sample Cards:finding the average value of a function,note,if f x 8x which of the following is the8 CardsPreview Flashcards 
1051 Finding Volumes Using Cross Section
10.5.1 Finding Volumes Using CrossSectional Slices
Sample Cards:finding volumes using cross sectional sl,note,suppose you are told that a particular s8 CardsPreview Flashcards 
1052 An Example Of Finding Cross Section
10.5.2 An Example of Finding CrossSectional Volumes
Sample Cards:an example of finding cross sectional vo,note,what is the volume of this solid the bas8 CardsPreview Flashcards 
1061 Solids Of Revolution
10.6.1 Solids of Revolution
Sample Cards:solids of revolution,note,what is the volume of the solid that is7 CardsPreview Flashcards 
1062 The Disk Method Along The Y Axis
10.6.2 The Disk Method along the yAxis
Sample Cards:the disk method along the y axis,note,what is the volume of the solid generate9 CardsPreview Flashcards 
1063 A Transcendental Example Of The Dis
10.6.3 A Transcendental Example of the Disk Method
Sample Cards:a transcendental example of the disk met,note,consider the solid of revolution generat8 CardsPreview Flashcards 
1064 The Washer Method Across The X Axis
10.6.4 The Washer Method across the xAxis
Sample Cards:the washer method across the x axis,note,what is the volume of the solid of revol8 CardsPreview Flashcards 
1065 The Washer Method Across The Y Axis
10.6.5 The Washer Method across the yAxis
Sample Cards:the washer method across the y axis,note,what is the volume of the solid of revol8 CardsPreview Flashcards 
1071 Introducing The Shell Method
10.7.1 Introducing the Shell Method
Sample Cards:introducing the shell method,note,use the method of cylindrical shells to8 CardsPreview Flashcards 
1072 Why Shells Can Be Better Than Washe
10.7.2 Why Shells Can Be Better Than Washers
Sample Cards:why shells can be better than washers,note,find the volume of the solid of revoluti6 CardsPreview Flashcards 
1073 The Shell Method Integrating With R
10.7.3 The Shell Method: Integrating with Respect to y
Sample Cards:the shell method integrating with respec,note,which of the following is the volume of6 CardsPreview Flashcards 
1081 An Introduction To Work
10.8.1 An Introduction to Work
Sample Cards:an introduction to work,note,which of the following is the work done12 CardsPreview Flashcards 
1082 Calculating Work
10.8.2 Calculating Work
Sample Cards:calculating work,note,a force described by f x x 2 lb where x12 CardsPreview Flashcards 
1083 Hooke S Law
10.8.3 Hooke's Law
Sample Cards:hookes law,note,the unstretched length of a certain spri12 CardsPreview Flashcards 
1091 Center Of Mass
10.9.1 Center of Mass
Sample Cards:center of mass,note,masses of 2 lb 4 lb and 1 lb are located9 CardsPreview Flashcards 
1092 The Center Of Mass Of A Thin Plate
10.9.2 The Center of Mass of a Thin Plate
Sample Cards:the center of mass of a thin plate,note,given a thin plate on the xy plane bound11 CardsPreview Flashcards 
10101 An Introduction To Arc Length
10.10.1 An Introduction to Arc Length
Sample Cards:an introduction to arc length,note,set up the integral for the arc length o12 CardsPreview Flashcards 
10102 Finding Arc Lengths Of Curves Give
10.10.2 Finding Arc Lengths of Curves Given by Functions
Sample Cards:finding arc lengths of curves given by f,note,set up the integral for the length of th12 CardsPreview Flashcards 
Chapter 10 Practice Test
Chapter 10 Practice Test
Sample Cards:you are throwing paper airplanes in clas,a penny is thrown down with a velocity o,i am stuck in austin with a flat tire an25 CardsPreview Flashcards 
Chapter 10 Test
Chapter 10 Test
Sample Cards:suppose that a bicyclist is biking with,there is a hill which has parallel train,a professional ski jumper wants to jump25 CardsPreview Flashcards 
1111 An Introduction To Differential Equ
11.1.1 An Introduction to Differential Equations
Sample Cards:an introduction to differential equation,note,which of the following is a solution of12 CardsPreview Flashcards 
1112 Solving Separable Differential Equa
11.1.2 Solving Separable Differential Equations
Sample Cards:solving separable differential equations,note,which of the following is a solution of13 CardsPreview Flashcards 
1113 Finding A Particular Solution
11.1.3 Finding a Particular Solution
Sample Cards:finding a particular solution,note,if dy dx 4x 3 2x 3y 2 1 and y 0 1 which12 CardsPreview Flashcards 
1114 Direction Fields
11.1.4 Direction Fields
Sample Cards:direction fields,note,note 215 CardsPreview Flashcards 
1115 Euler S Method For Solving Differen
11.1.5 Euler's Method for Solving Differential Equations Numerically
Sample Cards:eulers method for solving differential e,note,note 213 CardsPreview Flashcards 
1121 Exponential Growth
11.2.1 Exponential Growth
Sample Cards:exponential growth,note,note 211 CardsPreview Flashcards 
1122 Logistic Growth
11.2.2 Logistic Growth
Sample Cards:logistic growth,note,note 213 CardsPreview Flashcards 
1123 Radioactive Decay
11.2.3 Radioactive Decay
Sample Cards:radioactive decay,note,a radioactive material is known to decay10 CardsPreview Flashcards 
Chapter 11 Practice Test
Chapter 11 Practice Test
Sample Cards:separate the variables of the equation x,solve the following differential equatio,evaluate the following as true of falset12 CardsPreview Flashcards 
Chapter 11 Test
Chapter 11 Test
Sample Cards:solve the following differential equatio,solve the following differential equatio,solve the following differential equatio12 CardsPreview Flashcards 
1211 Indeterminate Forms
12.1.1 Indeterminate Forms
Sample Cards:indeterminate forms,note,evaluate limx 4x5 10x3 9x2 2x 12x5 3x4 914 CardsPreview Flashcards 
1212 An Introduction To L Hopital S Rule
12.1.2 An Introduction to L'Hôpital's Rule
Sample Cards:an introduction to lhopitals rule,note,evaluate limx 2 x 6 6 410x 514 CardsPreview Flashcards 
1213 Basic Uses Of L Hopital S Rule
12.1.3 Basic Uses of L'Hôpital's Rule
Sample Cards:basic uses of lhopitals rule,note,evaluatelimx 1 x 3 1 x 2 110 CardsPreview Flashcards 
1214 More Exotic Examples Of Indetermina
12.1.4 More Exotic Examples of Indeterminate Forms
Sample Cards:more exotic examples of indeterminate fo,note,which of the following is not a step whe14 CardsPreview Flashcards 
1221 L Hopital S Rule And Indeterminate
12.2.1 L'Hôpital's Rule and Indeterminate Products
Sample Cards:lhopitals rule and indeterminate product,note,evaluate limx xsin2 x10 CardsPreview Flashcards 
1222 L Hopital S Rule And Indeterminate
12.2.2 L'Hôpital's Rule and Indeterminate Differences
Sample Cards:lhopitals rule and indeterminate differe,note,evaluatelimx 4 x 4 x 3 x14 CardsPreview Flashcards 
1223 L Hopital S Rule And One To The Inf
12.2.3 L'Hôpital's Rule and One to the Infinite Power
Sample Cards:lhopitals rule and one to the infinite p,note,evaluate limx 0 1 3x 1 2x7 CardsPreview Flashcards 
1224 Another Example Of One To The Infin
12.2.4 Another Example of One to the Infinite Power
Sample Cards:another example of one to the infinite p,note,evaluate limx 0 x tanx10 CardsPreview Flashcards 
1231 The First Type Of Improper Integral
12.3.1 The First Type of Improper Integral
Sample Cards:the first type of improper integral,note,evaluate 25 250 000 x 3dx10 CardsPreview Flashcards 
1232 The Second Type Of Improper Integra
12.3.2 The Second Type of Improper Integral
Sample Cards:the second type of improper integral,note,evaluate 1 0 x 1 4 dx10 CardsPreview Flashcards 
1233 Infinite Limits Of Integration Conv
12.3.3 Infinite Limits of Integration, Convergence, and Divergence
Sample Cards:infinite limits of integration convergen,note,which of the following expressions is eq11 CardsPreview Flashcards 
Chapter 12 Practice Test
Chapter 12 Practice Test
Sample Cards:evaluate lim x 0 sin x cos x 1,evaluate limx ln x 100 x,evaluate limx ln x 1 sinx15 CardsPreview Flashcards 
Chapter 12 Test
Chapter 12 Test
Sample Cards:evaluate lim x 0 tanx x sinx x,evaluate lim x ln lnx lnx,evaluate lim x 0 x 1 ln x 115 CardsPreview Flashcards 
Practice Final Exam
Practice Final Exam
Sample Cards:what is the limit of the function in the,evaluate the following as true or false,consider the function y x 2 x 9 what is30 CardsPreview Flashcards 
Final Exam
Final Exam
Sample Cards:what is the slope of the tangent line of,consider the function y x 2 3x 2 at what,what is the derivative of the functionf30 CardsPreview Flashcards
Current Learners (391)
 Paul Thompson 1686 cards viewed
 ryan dowling 1618 cards viewed
 Jacub Matthew See full stats
 Russ Jackson See full stats
 Cheyenne Jenkins See full stats
 Ivan Zhu See full stats
 Jaccub Unknown See full stats
 Chris Game See full stats
 Evangelia Bougla See full stats
 Nola Wellbye See full stats
Popular Related Classes Brainscape Certified  ( See All )
Calculus AB
3 Decks 
69 Cards 
2 Learners
Decks: 12 Basic Functions, Trigonometric Functions, Unit Circle, And more!
AP Calculus
2 Decks 
33 Cards 
1 Learners
Decks: Derivative Identities, Differentiation Rules, And more!
Systems: Paediatrics AB
31 Decks 
1449 Cards 
5 Learners
Decks: Approach To Assessing Children, Growth Development And Health, Dermatology, And more!