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Irina Soloshenko
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Decks in this class (190)
1.1.1 An Introduction to Thinkwell Calculus
Note 1
1
cards
1.1.2 The Two Questions of Calculus
The two questions of calculus 1,
Rate of change and differential c...,
Integral calculus 3
3
cards
1.1.3 Average Rates of Change
Average rates of change 1,
Average rate of change and delta 2,
Instantaneous rate of change 3
14
cards
1.1.4 How to Do Math
Note 1
1
cards
1.2.1 Functions
Functions 1,
Note 2,
The amount of money in brian s sa...
16
cards
1.2.2 Graphing Lines
Graphing lines 1,
Slope intercept form 2,
Note 3
14
cards
1.2.3 Parabolas
Parabolas 1,
Note 2,
Does the parabola described by the 3
15
cards
1.2.4 Some Non-Euclidean Geometry
Note 1
1
cards
Chapter 1 Practice Test
The given region is the combinati...,
The formula for the volume of a c...,
Marjorie s school is 2 miles away...
20
cards
Chapter 1 Test
The given region is the combinati...,
The formula for the volume of a c...,
The community center is 4 miles a...
20
cards
2.1.1 Finding Rate of Change over an Interval
Finding rate of change over an in...,
Position function 2,
Rate of change 3
18
cards
2.1.2 Finding Limits Graphically
Finding limits graphically 1,
Note 2,
Does h x have a limit as x approa...
9
cards
2.1.3 The Formal Definition of a Limit
The formal definition of a limit 1,
Note 2,
Given the limit limx 2 2x 2 6 fin...
6
cards
2.1.4 The Limit Laws, Part I
Note 1,
Suppose you are told that lim x 1...,
Given lim x cf x 2 and lim x cg x...
7
cards
2.1.5 The Limit Laws, Part II
The limit laws part ii 1,
Note 2,
Note 2 3
17
cards
2.1.6 One-Sided Limits
One sided limits 1,
Note 1 2,
Note 2 3
11
cards
2.1.7 The Squeeze Theorem
The squeeze theorem 1,
Theorem 2,
Note 3
13
cards
2.1.8 Continuity and Discontinuity
Continuity and discontinuity 1,
Note 2,
Note 2 3
13
cards
2.2.1 Evaluating Limits
Evaluating limits 1,
Limit 2,
Indeterminate form 3
17
cards
2.2.2 Limits and Indeterminate Forms
Limits and indeterminate forms 1,
Note 2,
Evaluate the limit lim x 2 1 2 x 3 3
12
cards
2.2.3 Two Techniques for Evaluating Limits
Two techniques for evaluating lim...,
Note 2,
Evaluate the limit lim x 2 x 5x 6...
7
cards
2.2.4 An Overview of Limits
An overview of limits 1,
Note 2,
Letg x x 2 4 x 2 x 2 3
11
cards
Chapter 2 Practice Test
What is the limit of the function...,
What is the limit of the function...,
For what value s of x does the fu...
20
cards
Chapter 2 Test
What is the limit of the function...,
What is the limit of the function...,
For what value s of x does the fu...
20
cards
3.1.1 Rates of Change, Secants, and Tangents
Rates of change secants and tange...,
Rate of change secant tangent 2,
What is the average rate of chang...
12
cards
3.1.2 Finding Instantaneous Velocity
Finding instantaneous velocity 1,
Note 2,
The provided graph shows the posi...
14
cards
3.1.3 The Derivative
The derivative 1,
Note 2,
Given that f t 2t 2 4t and that f...
13
cards
3.1.4 Differentiability
Differentiability 1,
Note 2,
Is the function f x 3x 2 27 diffe...
9
cards
3.2.1 The Slope of a Tangent Line
The slope of a tangent line 1,
Note 2,
Using the definition of the deriv...
9
cards
3.2.2 Instantaneous Rate
Instantaneous rate 1,
Note 2,
Nancy rides her bicycle home afte...
14
cards
3.2.3 The Equation of a Tangent Line
The equation of a tangent line 1,
Note 2,
Suppose you are told that the equ...
17
cards
3.2.4 More on Instantaneous Rate
More on instantaneous rate 1,
Note 2,
The rate of production at acme to...
8
cards
3.3.1 The Derivative of the Reciprocal Function
Derivative of the reciprocal func...,
Note 2,
Suppose f x 4 x what is the slope...
19
cards
3.3.2 The Derivative of the Square Root Function
The derivative of the square root...,
Note 2,
Suppose a particle s position is ...
16
cards
Chapter 3 Practice Test
What is the average rate of chang...,
What is the slope of the secant l...,
What is the average rate of chang...
20
cards
Chapter 3 Test
What is the slope of the secant l...,
What is the average rate of chang...,
What is the slope of the secant l...
20
cards
4.1.1 A Shortcut for Finding Derivatives
Shortcut for finding derivatives 1,
Note 2,
Suppose f x x 3 what is f x 3
14
cards
4.1.2 A Quick Proof of the Power Rule
Quick proof of power rule 1,
Note 2,
Suppose a particle s position is ...
12
cards
4.1.3 Uses of the Power Rule
Uses of power rule 1,
Note 2,
Find the derivativef x x 4 3
24
cards
4.2.1 The Product Rule
Product rule 1,
Note 2,
Find the derivative f x x 1 x 2 1 3
12
cards
4.2.2 The Quotient Rule
The quotient rule 1,
Note 2,
Find the derivativef x x 2 x 2 3
9
cards
4.3.1 An Introduction to the Chain Rule
Intro to chain rule 1,
Notes 2,
Suppose f x x 2 6 4 8 find f 2 3
15
cards
4.3.2 Using the Chain Rule
Chain rule 1,
Note 2,
Find the derivative of f x x 3 3x...
14
cards
4.3.3 Combining Computational Techniques
Chain rule 1,
Note 2,
Find dy dx y 2x 1 2 3x 2 3
14
cards
Chapter 4 Practice Test
What is the derivative of the fun...,
What is the derivative of the fun...,
What is the derivative of the fun...
20
cards
Chapter 4 Test
What is the derivative of the fun...,
What is the derivative of the fun...,
What is the derivative of the fun...
20
cards
5.1.1 A Review of Trigonometry
A review of trigonometry 1,
Note 2,
Simplify the expression sin x cos...
13
cards
5.1.2 Graphing Trigonometric Functions
Graphing trigonometric functions 1,
Note 2,
Convert 85 to radians 3
10
cards
5.1.3 The Derivatives of Trigonometric Functions
Derivatives of trigonometric func...,
Note 2,
Find the derivative 3
17
cards
5.1.4 The Number Pi
The number pi 1,
Note 2,
A man built a platform in the sha...
16
cards
5.2.1 Graphing Exponential Functions
Graphing exponential functions 1,
Note 2,
Which of the following is the gra...
13
cards
5.2.2 Derivatives of Exponential Functions
Derivatives of exponential functi...,
Note 2,
For what values of x does the fun...
8
cards
5.3.1 Evaluating Logarithmic Functions
Evaluating logarithmic functions 1,
Note 2,
Evaluate 5log 4 2 log 4 4 3
11
cards
5.3.2 The Derivative of the Natural Log Function
The derivative of the natural log...,
Note 2,
Find the x values of the points w...
10
cards
5.3.3 Using the Derivative Rules with Transcendental Functions
Using the derivative rules with t...,
Note 2,
Calculate the slope of the line t...
8
cards
Chapter 5 Practice Test
If sin x 1 3 what is cos x 1,
What is the derivative of f x x s...,
Compute the derivative of the fun...
20
cards
Chapter 5 Test
If sin x 3 5 what is tan x 1,
Find dy dx of y 3x 2 2 sin2x 2,
Compute the derivative of the fun...
20
cards
6.1.1 An Introduction to Implicit Differentiation
An introduction to implicit diffe...,
Note 2,
Suppose a curve is defined by the...
13
cards
6.1.2 Finding the Derivative Implicitly
Finding the derivative implicitly 1,
Note 2,
Given the equation cos 2x cos 2y ...
14
cards
6.2.1 Using Implicit Differentiation
Using implicit differentiation 1,
Note 2,
Given the equation 1 ln xy e y fi...
14
cards
6.2.2 Applying Implicit Differentiation
Applying implicit differentiation 1,
Note 2,
What is the equation of the line ...
9
cards
6.3.1 The Exponential and Natural Log Functions
The exponential and natural log f...,
Note 2,
For which of these values is the ...
12
cards
6.3.2 Differentiating Logarithmic Functions
Differentiating logarithmic funct...,
Note 2,
Differentiate the given function 3
12
cards
6.3.3 Logarithmic Differentiation
Logarithmic differentiation 1,
Note 2,
Differentiate the given function 3
14
cards
6.3.4 The Basics of Inverse Functions
The basics of inverse functions 1,
Note 2,
The graph of an invertible fucnti...
12
cards
6.3.5 Finding the Inverse of a Function
Finding the inverse of a function 1,
Note 2,
Which of the following correctly ...
12
cards
6.4.1 Derivatives of Inverse Function
Derivatives of inverse functions 1,
Note 2,
If f is an invertible function wh...
12
cards
6.5.1 The Inverse Sine, Cosine, and Tangent Functions
The inverse sine cosine and tange...,
Note 2,
Put the following expressions in ...
12
cards
6.5.2 The Inverse Secant, Cosecant, and Cotangent Functions
The inverse secant cosecant and c...,
Note 2,
Which trigonometric function is r...
12
cards
6.5.3 Evaluating Inverse Trigonometric Functions
Evaluating inverse trigonometric ...,
Note 2,
Evaluate cos 1 1 2 y 3
12
cards
6.6.1 Derivatives of Inverse Trigonometric Functions
Derivatives of inverse trigonomet...,
Note 2,
Find dy dx for y arcsecx 3
12
cards
6.7.1 Defining the Hyperbolic Functions
Defining the hyperbolic functions 1,
Note 2,
Which of the following hyperbolic...
12
cards
6.7.2 Hyperbolic Identities
Hyperbolic identities 1,
Note 2,
Which of the following is not equ...
12
cards
6.7.3 Derivatives of Hyperbolic Functions
Derivatives of hyperbolic functio...,
Note 2,
Which of the following is the der...
12
cards
Chapter 6 Practice Test
Given x 2 y 2 1 find dy dx by imp...,
Given xy 5 find dy dx by implicit...,
Given x 1 y 1 find dy dx by impli...
20
cards
Chapter 6 Test
Given 5x 2 2y 3 10 find dy dx by ...,
Given xy y 3 find dy dx by implic...,
Given x cos y y cos x 1 find dy d...
20
cards
Practice Midterm Exam
An object is dropped from the top...,
For which values of k will the li...,
What is the limit of the function...
20
cards
Midterm Exam
A projectile is fired straight up...,
The line of the equation y x 1 an...,
What is the limit of the function...
20
cards
7.1.1 Acceleration and the Derivative
Acceleration and the derivative 1,
Note 2,
Suppose an object falling out of ...
9
cards
7.1.2 Solving Word Problems Involving Distance and Velocity
Solving word problems involving d...,
Note 1 2,
Note 2 3
15
cards
7.2.1 Higher-Order Derivatives and Linear Approximation
Higher order derivatives and line...,
Note 2,
Use the linear approximation meth...
14
cards
7.2.2 Using the Tangent Line Approximation Formula
Using the tangent line approximat...,
Note 2,
Use the linear approximation form...
14
cards
7.2.3 Newton's Method
Newton s method 1,
Note 2,
Complete two iterations of newton...
6
cards
7.3.1 The Connection Between Slope and Optimization
The connection between slope and ...,
Note 1 2,
Note 2 3
12
cards
7.3.2 The Fence Problem
The fence problem 1,
Note 2,
A man decides to create a rectang...
8
cards
7.3.3 The Box Problem
The box problem 1,
Note 2,
A man is constructing a box out o...
8
cards
7.3.4 The Can Problem
The can problem 1,
Note 2,
The average soda can is made up o...
8
cards
7.3.5 The Wire-Cutting Problem
Note 1,
Note 2,
A 16 inch wire is cut in two and ...
5
cards
7.4.1 The Pebble Problem
The pebble problem 1,
Note 2,
Two identical twelve inch rulers ...
8
cards
7.4.2 The Ladder Problem
The ladder problem 1,
Note 2,
Suppose a particle is moving from...
6
cards
7.4.3 The Baseball Problem
The baseball problem 1,
Note 2,
Suppose you are told that z x 2y ...
7
cards
7.4.4 The Blimp Problem
The blimp problem 1,
Note 2,
Suppose that a certain clock has ...
7
cards
Chapter 7 Practice Test
A particle moves along the x axis...,
A particle moves along the x axis...,
A point moves along the x axis wi...
20
cards
Chapter 7 Test
A particle moves along the x axis...,
A particle moves along the x axis...,
A point moves along the x axis wi...
20
cards
8.1.1 An Introduction to Curve Sketching
Introduction to curve sketching 1,
Note 2,
How can you tell if a graph is sy...
7
cards
8.1.2 Three Big Theorems
Three big theorems 1,
Note 2,
Given f 1 3 and f 5 11 if f is co...
12
cards
8.2.1 Critical Points
Critical points 1,
Note 2,
Does this function have a critica...
5
cards
8.2.2 Maximum and Minimum
Maximum and minimum 1,
Note 1 2,
Note 2 3
13
cards
8.2.3 Regions Where a Function Increases or Decreases
Regions where a function increase...,
Note 2,
Find the interval s where the fun...
12
cards
8.2.4 The First Derivative Test
The first derivative test 1,
Note 2,
Suppose f x is continuous and def...
5
cards
8.3.1 Concavity and Inflection Points
Concavity and inflection points 1,
Note 2,
Suppose you are told that in the ...
9
cards
8.3.2 Using the Second Derivative to Examine Concavity
Using the second derivative to ex...,
Note 2,
Find the points of inflection for...
6
cards
8.4.1 Graphs of Polynomial Functions
Graphs of polynomial functions 1,
Note 2,
Use calculus to determine which o...
9
cards
8.4.2 Cusp Points and the Derivative
Cusp points and the derivative 1,
Note 2,
Which of the following graphs des...
8
cards
8.4.3 Domain-Restricted Functions and the Derivative
Domain restricted functions and t...,
Note 2,
Which of the following is the gra...
6
cards
8.4.4 The Second Derivative Test
The second derivative test 1,
Note 2,
Given that the function f x has a...
8
cards
8.5.1 Vertical Asymptotes
Vertical asymptotes 1,
Note 2,
Find the vertical asymptotes of t...
7
cards
8.5.2 Horizontal Asymptotes and Infinite Limits
Horizontal asymptotes and infinit...,
Note 1 2,
Note 2 3
9
cards
8.5.3 Graphing Functions with Asymptotes
Graphing functions with asymptotes 1,
Note 2,
Which of the following curves is ...
5
cards
8.5.4 Functions with Asymptotes and Holes
Functions with asymptotes and hol...,
Note 2,
Which of the following curves is ...
5
cards
8.5.5 Functions with Asymptotes and Critical Points
Functions with asymptotes and cri...,
Note 2,
Choose the graph of the following...
5
cards
Chapter 8 Practice Test
Below is a graph on which four po...,
Below is the graph of a function ...,
Below is a graph on which four po...
20
cards
Chapter 8 Test
Below is a graph on which four po...,
Below is a graph which has been d...,
Below is a graph on which four po...
20
cards
9.1.1 Antidifferentiation
Antidifferentiation 1,
Note 2,
Find an antiderivative for 3
8
cards
9.1.2 Antiderivatives of Powers of x
Antiderivatives of powers of x 1,
Note 2,
Evaluate 3
9
cards
9.1.3 Antiderivatives of Trigonometric and Exponential Functions
Antiderivatives of trigonometric ...,
Note 2,
Find f x so that f x 4e x 6sinx 3
11
cards
9.2.1 Undoing the Chain Rule
Undoing the chain rule 1,
Note 2,
Evaluate 3
9
cards
9.2.2 Integrating Polynomials by Substitution
Integrating polynomials by substi...,
Note 2,
Integrate 3 x 1dx 3
12
cards
9.3.1 Integrating Composite Trigonometric Functions by Substitution
Integrating composite trigonometr...,
Note 2,
Solve the integral x 1 4 csc 2x 3...
12
cards
9.3.2 Integrating Composite Exponential and Rational Functions by Substitution
Integrating composite exponential...,
Note 2,
Evaluate 2x x 2 5dx 3
10
cards
9.3.3 More Integrating Tirgonometric Functions by Substitution
More integrating trigonometric fu...,
Note 2,
Evaluate the integral 3
12
cards
9.3.4 Choosing Effective Function Decompositions
Choosing effective function decom...,
Note 2,
Which of the following is the bes...
6
cards
9.4.1 Approximating Areas of Plane Regions
Approximating areas of plane regi...,
Note 2,
Approximate the area under the cu...
5
cards
9.4.2 Areas, Riemann Sums, and Definite Integrals
Areas riemann sums and definite i...,
Note 2,
How is the concept of the limit i...
12
cards
9.4.3 The Fundamental Theorem of Calculus, Part I
The fundamental theorem of calcul...,
Note 2,
Use the fundamental theorem of ca...
12
cards
9.4.4 The Fundamental Theorem of Calculus, Part II
The fundamental theorem of calcul...,
Note 2,
What is the area between the curv...
5
cards
9.4.5 Illustrating the Fundamental Theorem of Calculus
Illustrating the fundamental theo...,
Note 2,
Evaluate the integral using the f...
10
cards
9.4.6 Evaluating Definite Integrals
Evaluating definite integrals 1,
Note 2,
Evaluate2 1 4 dx 3
13
cards
9.5.1 An Overview of Trigonometric Substitution Strategy
An overview of trigonometric subs...,
Note 2,
Which of the following is the hyp...
12
cards
9.5.2 Trigonometric Substitution Involving a Definite Integral: Part One
Trigonometric substitution involv...,
Note 2
2
cards
9.5.3 Trigonometric Substitution Involving a Definite Integral: Part Two
Trigonometric substitution involv...,
Note 2,
Evaluate 1 0 x 4x x 2dx 3
9
cards
9.6.1 Deriving the Trapezoidal Rule
Deriving the trapezoidal rule 1,
Note 2,
Which of the following is most ac...
12
cards
9.6.2 An Example of the Trapezoidal Rule
An example of the trapezoidal rule 1,
Note 2,
Use the trapezoidal rule with 4 t...
14
cards
Chapter 9 Practice Test
Evaluate the indefinite integral ...,
Evaluate the indefinite integral ...,
Evaluate the indefinite integral ...
20
cards
Chapter 9 Test
Evaluate the indefinite integral ...,
Evaluate the indefinite integral ...,
Evaluate the indefinite integral ...
20
cards
10.1.1 Antiderivatives and Motion
Antiderivatives and motion 1,
Note 2,
A model rocket blasts off and exp...
12
cards
10.1.2 Gravity and Vertical Motion
Gravity and vertical motion 1,
Note 2,
Note 2 3
11
cards
10.1.3 Solving Vertical Motion Problems
Solving vertical motion problems 1,
Note 2,
The position of a helicopter movi...
8
cards
10.2.1 The Area between Two Curves
The area between two curves 1,
Note 2,
What is the area between the grap...
7
cards
10.2.2 Limits of Integration and Area
Limits of integration and area 1,
Note 2,
Find the area of the region bound...
7
cards
10.2.3 Common Mistakes to Avoid When Finding Areas
Common mistakes to avoid when fin...,
Note 2,
What is the area bound between th...
6
cards
10.2.4 Regions Bound by Several Curves
Regions bound by several curves 1,
Note 2,
Find the area of the shaded regio...
6
cards
10.3.1 Finding Areas by Integrating with Respect to y: Part One
Finding areas by integrating with...,
Note 2,
Is the area bound by these curves...
8
cards
10.3.2 Finding Areas by Integrating with Respect to y: Part Two
Finding areas by integrating with...,
Note 2,
Find the area of the region bound...
8
cards
10.3.3 Area, Integration by Substitution, and Trigonometry
Area integration by substitution ...,
Note 2,
Find the area of the region bound...
8
cards
10.4.1 Finding the Average Value of a Function
Finding the average value of a fu...,
Note 2,
If f x 8x which of the following ...
8
cards
10.5.1 Finding Volumes Using Cross-Sectional Slices
Finding volumes using cross secti...,
Note 2,
Suppose you are told that a parti...
8
cards
10.5.2 An Example of Finding Cross-Sectional Volumes
An example of finding cross secti...,
Note 2,
What is the volume of this solid ...
8
cards
10.6.1 Solids of Revolution
Solids of revolution 1,
Note 2,
What is the volume of the solid t...
7
cards
10.6.2 The Disk Method along the y-Axis
The disk method along the y axis 1,
Note 2,
What is the volume of the solid g...
9
cards
10.6.3 A Transcendental Example of the Disk Method
A transcendental example of the d...,
Note 2,
Consider the solid of revolution ...
8
cards
10.6.4 The Washer Method across the x-Axis
The washer method across the x ax...,
Note 2,
What is the volume of the solid o...
8
cards
10.6.5 The Washer Method across the y-Axis
The washer method across the y ax...,
Note 2,
What is the volume of the solid o...
8
cards
10.7.1 Introducing the Shell Method
Introducing the shell method 1,
Note 2,
Use the method of cylindrical she...
8
cards
10.7.2 Why Shells Can Be Better Than Washers
Why shells can be better than was...,
Note 2,
Find the volume of the solid of r...
6
cards
10.7.3 The Shell Method: Integrating with Respect to y
The shell method integrating with...,
Note 2,
Which of the following is the vol...
6
cards
10.8.1 An Introduction to Work
An introduction to work 1,
Note 2,
Which of the following is the wor...
12
cards
10.8.2 Calculating Work
Calculating work 1,
Note 2,
A force described by f x x 2 lb w...
12
cards
10.8.3 Hooke's Law
Hooke s law 1,
Note 2,
The unstretched length of a certa...
12
cards
10.9.1 Center of Mass
Center of mass 1,
Note 2,
Masses of 2 lb 4 lb and 1 lb are ...
9
cards
10.9.2 The Center of Mass of a Thin Plate
The center of mass of a thin plate 1,
Note 2,
Given a thin plate on the xy plan...
11
cards
10.10.1 An Introduction to Arc Length
An introduction to arc length 1,
Note 2,
Set up the integral for the arc l...
12
cards
10.10.2 Finding Arc Lengths of Curves Given by Functions
Finding arc lengths of curves giv...,
Note 2,
Set up the integral for the lengt...
12
cards
Chapter 10 Practice Test
You are throwing paper airplanes ...,
A penny is thrown down with a vel...,
I am stuck in austin with a flat ...
25
cards
Chapter 10 Test
Suppose that a bicyclist is bikin...,
There is a hill which has paralle...,
A professional ski jumper wants t...
25
cards
11.1.1 An Introduction to Differential Equations
An introduction to differential e...,
Note 2,
Which of the following is a solut...
12
cards
11.1.2 Solving Separable Differential Equations
Solving separable differential eq...,
Note 2,
Which of the following is a solut...
13
cards
11.1.3 Finding a Particular Solution
Finding a particular solution 1,
Note 2,
If dy dx 4x 3 2x 3y 2 1 and y 0 1...
12
cards
11.1.4 Direction Fields
Direction fields 1,
Note 2,
Note 2 3
15
cards
11.1.5 Euler's Method for Solving Differential Equations Numerically
Euler s method for solving differ...,
Note 2,
Note 2 3
13
cards
11.2.1 Exponential Growth
Exponential growth 1,
Note 2,
Note 2 3
11
cards
11.2.2 Logistic Growth
Logistic growth 1,
Note 2,
Note 2 3
13
cards
11.2.3 Radioactive Decay
Radioactive decay 1,
Note 2,
A radioactive material is known t...
10
cards
Chapter 11 Practice Test
Separate the variables of the equ...,
Solve the following differential ...,
Evaluate the following as true of...
12
cards
Chapter 11 Test
Solve the following differential ...,
Solve the following differential ...,
Solve the following differential ...
12
cards
12.1.1 Indeterminate Forms
Indeterminate forms 1,
Note 2,
Evaluate limx 4x5 10x3 9x2 2x 12x...
14
cards
12.1.2 An Introduction to L'Hôpital's Rule
An introduction to l hopital s ru...,
Note 2,
Evaluate limx 2 x 6 6 410x 5 3
14
cards
12.1.3 Basic Uses of L'Hôpital's Rule
Basic uses of l hopital s rule 1,
Note 2,
Evaluate 3
10
cards
12.1.4 More Exotic Examples of Indeterminate Forms
More exotic examples of indetermi...,
Note 2,
Which of the following is not a s...
14
cards
12.2.1 L'Hôpital's Rule and Indeterminate Products
L hopital s rule and indeterminat...,
Note 2,
Evaluate limx xsin2 x 3
10
cards
12.2.2 L'Hôpital's Rule and Indeterminate Differences
L hopital s rule and indeterminat...,
Note 2,
Evaluatelimx 4 x 4 x 3 x 3
14
cards
12.2.3 L'Hôpital's Rule and One to the Infinite Power
L hopital s rule and one to the i...,
Note 2,
Evaluate limx 0 1 3x 1 2x 3
7
cards
12.2.4 Another Example of One to the Infinite Power
Another example of one to the inf...,
Note 2,
Evaluate limx 0 x tanx 3
10
cards
12.3.1 The First Type of Improper Integral
The first type of improper integr...,
Note 2,
Evaluate 25 250 000 x 3dx 3
10
cards
12.3.2 The Second Type of Improper Integral
The second type of improper integ...,
Note 2,
Evaluate 1 0 x 1 4 dx 3
10
cards
12.3.3 Infinite Limits of Integration, Convergence, and Divergence
Infinite limits of integration co...,
Note 2,
Which of the following expression...
11
cards
Chapter 12 Practice Test
Evaluate lim x 0 sin x cos x 1 1,
Evaluate limx ln x 100 x 2,
Evaluate limx ln x 1 sinx 3
15
cards
Chapter 12 Test
Evaluate lim x 0 tanx x sinx x 1,
Evaluate lim x ln lnx lnx 2,
Evaluate lim x 0 x 1 ln x 1 3
15
cards
Practice Final Exam
What is the limit of the function...,
Evaluate the following as true or...,
Consider the function y x 2 x 9 w...
30
cards
Final Exam
What is the slope of the tangent ...,
Consider the function y x 2 3x 2 ...,
What is the derivative of the fun...
30
cards
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AP Calculus AB
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