spotmaryland.blogg.se - Ap calculus practice problems

Example Problem: Removing a Discontinuity - How can a function be extended or modified to remove discontinuities?.Example Problem: Identifying Discontinuities - How can you identify points of discontinuity?. Instruction - Learn about continuous functions and the intermediate value theorem.Continuous Functions and Intermediate Value Theorem.Practice Problems 2.2 - Read section 2.2 in the textbook and complete associated exercises.Example Problem: Determining End-Behavior Models - How do you use limits to find end-behavior models for complex functions?.Example Problem: Using Limits to Find Vertical Asymptotes - How do you use limits to find vertical asymptotes of rational functions?.Example Problem: Using Limits to Find Horizontal Asymptotes - How do you use limits to find horizontal asymptotes of rational functions?.Example Problem: Calculating Limits Toward Infinity - How do you calculate limits as x approaches positive or negative infinity?. Instruction - Learn about limits involving infinity and vertical and horizontal asymptotes.Limits Involving Infinity and Vertical and Horizontal Asymptotes.Practice Problems 2.1 - Read section 2.1 in the textbook and complete associated exercises.Example Problem: Using the Squeeze Theorem - How do you use the squeeze theorem to indirectly find limits?.Example Problem: Determining One-Sided and Two-Sided Limits - How do you determine one-sided and two-sided limits?.Example Problem: Identifying Conditions When Limits Do Not Exist - How do you determine if a limit does not exist?.Example Problem: Evaluating Limits - How do you use the definition of a limit and its properties to evaluate the limit of a function?. Instruction - Learn about the limits of functions and their properties.Rates of Change, Limits, and the Squeeze Theorem.Practice Problems 1.6 - Read section 1.6 in the textbook and complete associated exercises.Instruction - How can sine and cosine help you solve real-world problems involving cycles?.Modeling with Periodic Functions Guided Notes.Instruction - How can you use the concept of inverse functions to solve an equation that includes a trigonometric.Solving Trigonometric Equations Guided Notes.Instruction - How can you use the relationships among trigonometric functions to evaluate them?.Evaluating the Six Trigonometric Functions Guided Notes.Instruction - What is radian measure and how is it related to degree measure?.

Practice Problems 1.5 - Read section 1.5 in the textbook and complete associated exercises.Instruction - How can you use properties of logarithms to rewrite or evaluate logarithmic expressions?.Instruction - What methods can you use to graph the inverses of exponential functions?.Graphing Logarithmic Functions Guided Notes.Instruction - What does it look like when one relation “undoes” another?.Practice Problems 1.4 - Read section 1.4 in the textbook and complete associated exercises.Example Problem: Graphing Parametric Equations - How do you determine graphs of parametric equations?.Example Problem: Converting Parametric Equations to Cartesian Form - How do you convert parametric equations to Cartesian form?.Example Problem: Defining a Line Parametrically - How do you define a curve parametrically?. Instruction - Learn about parametric equations.Practice Problems 1.3 Read section 1.3 in the textbook and complete associated exercises.

Instruction - What kinds of real-world problems can you solve using exponential and logarithmic functions?.

Modeling with Exponential and Logarithmic Equations Guided Notes.

Instruction - What other common bases are used for exponential and logarithmic functions?.

Instruction - What are the key features of the graph of an exponential function?.

Graphing Exponential Functions Guided Notes.

Practice Problems 1.2 - Read section 1.2 in the textbook and complete associated exercises.

Instruction - How do you define and analyze a function when it cannot be described by a single rule?.

Piecewise Defined Functions Guided Notes.

Instruction - How can you tell if a relation has symmetry?.

Instruction - How can you write a new function that uses the output of one function as the input of another?.Practice Problems 1.1 - Read section 1.1 in the textbook and complete associated exercises.Summary - Review and connect what you learned.Instruction - What information is needed to write the equation of a line?.Writing Two-Variable Linear Equations Guided Notes.