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Regents Exam Questions F.TF. B.6: Graphing Trigonometric Functions Name: ___ www.jmap.orgF.TF. B.6: Graphing Trigonometric Functions 1 Which graph shows y cos 1 x ?2 Which graph represents the equation

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How to fill out domain and range graphing

01

Identify the set of all possible input values for the function, this set is known as the domain.

02

Identify the set of all possible output values for the function, this set is known as the range.

03

Plot the domain values on the x-axis of the graph.

04

Plot the range values on the y-axis of the graph.

05

Connect the points on the graph to represent the relationship between the domain and range.

Who needs domain and range graphing?

01

Students studying functions and relations in mathematics.

02

Math teachers teaching about function properties.

03

Data analysts and scientists working with mathematical models.

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What is domain and range graphing?

Domain and range graphing refers to the process of plotting the set of all possible input values (domain) and output values (range) of a function on a graph, providing a visual representation of the relationship between the variables.

Who is required to file domain and range graphing?

Individuals or entities that are working with mathematical functions and need to analyze their behaviors, such as students, mathematicians, and data analysts, are typically required to file domain and range graphing.

How to fill out domain and range graphing?

To fill out domain and range graphing, identify the function, determine the set of input values (domain), calculate the resulting output values (range), and then plot these values on a graph.

What is the purpose of domain and range graphing?

The purpose of domain and range graphing is to visually represent the relationship between inputs and outputs of a function, helping to analyze the function's behavior, identify trends, and evaluate continuity.

What information must be reported on domain and range graphing?

The information that must be reported includes the defined domain and range values, function notation, and any applicable restrictions or discontinuities present in the graph.

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