• #### Intervals of Increase and Decrease - Problem 2

##### Math›Calculus›Applications of the Derivative
How to determine the intervals where a function decreases.
Tags:
• #### Optimization Using the Closed Interval Method - Problem 2

##### Math›Calculus›Applications of the Derivative
How to optimize area using the closed interval method on a function.
Tags:
• #### Intervals of Increase and Decrease - Concept

##### Math›Calculus›Applications of the Derivative
How to estimate a limit using a table of values.
Tags:
None
• #### Optimization Using the Closed Interval Method - Concept

##### Math›Calculus›Applications of the Derivative
How to evaluate the limit of a function at points where it is not continuous.
Tags:
None
• #### Intervals of Increase and Decrease - Problem 1

##### Math›Calculus›Applications of the Derivative
How to use one-sided limits to show that a limit does not exist.
Tags:
None
• #### Optimization Using the Closed Interval Method - Problem 1

##### Math›Calculus›Applications of the Derivative
How to evaluate the limit of a function at points where it is not continuous.
Tags:
None
• #### Optimization Using the Closed Interval Method - Problem 3

##### Math›Calculus›Applications of the Derivative
How to evaluate the limit of a function as x goes to infinity (or minus infinity), and how to determine the horizontal asymptote of its graph.
Tags:
None
• #### Intervals of Increase and Decrease - Problem 3

##### Math›Calculus›Applications of the Derivative
How to show that the limit does not exist by showing that the left-hand limit does not equal the right-hand limit.
Tags:
None
• #### Average Velocity - Problem 3

##### Math›Calculus›The Derivative
How to determine intervals of time when the average velocity is negative or positive, and how to determine whether average velocity over one interval of time is greater than average velocity over another.
• #### Optimization Using the Second Derivative Test - Problem 1

##### Math›Calculus›Applications of the Derivative
How to determine intervals of time when the average velocity is negative or positive, and how to determine whether average velocity over one interval of time is greater than average velocity over another.
Tags:
None
• #### Concavity and Inflection Points - Problem 1

##### Math›Calculus›Applications of the Derivative
How to determine intervals of concavity and find inflection points of a polynomial.
Tags:
• #### Instantaneous Velocity - Concept

##### Math›Calculus›The Derivative
How to estimate the instantaneous velocity of an object at t=2 by computing average velocities over shorter and shorter intervals of time.
• #### Average Value of a Function - Concept

##### Math›Calculus›The Definite Integral
How to find the average value of a function over an interval [a,b].
• #### Finding the Domain of a Function - Problem 2

##### Math›Precalculus›Introduction to Functions
How to find the domain of a function when it has both rational and radical expressions.
• #### Average Rate of Change - Concept

##### Math›Calculus›The Derivative
How to compute the average rate of change of a population over an interval of time.
• #### Solving and Graphing Compound Inequalities - Problem 5

##### Math›Algebra›Solving and Graphing Inequalities
Solving and graphing compound inequalities with one variable using interval notation
Tags:
• #### Finding the Domain of a Function - Concept

##### Math›Precalculus›Introduction to Functions
How to find the domain of a function when it has rational or radical expressions.
• #### Solving and Graphing Compound Inequalities - Problem 5

##### Math›Precalculus›Linear Equations and Inequalities
Solving and graphing compound inequalities with one variable using interval notation
Tags:
• #### Concavity and Inflection Points - Problem 3

##### Math›Calculus›Applications of the Derivative
How to determine intervals of concavity and find inflection points of function when its first derivative is a rational function.
Tags:
• #### Average Value of a Function - Problem 1

##### Math›Calculus›The Definite Integral
How to find the average value of a function over an interval [a,b].