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NAME DATE PERIOD Trig 6 Practice Graphing Cosine and Tangent Trigonometric Functions Sketch the graph of each function. 1. y cos x 2. Y tan 3. Y cos x 4. Y cos x + 3 5. Y 3 tan x 6. Y tan 2 Chapter

How to fill out graphing cosine and tangent

How to fill out graphing cosine and tangent:

1. Start by gathering the necessary information: Before filling out the graph, you need to have the values of the angles for which you want to graph the cosine and tangent functions. These values can be in degrees or radians, depending on the requirements.
2. Plotting the x-axis: Draw a horizontal line representing the x-axis. Label the important points on this line, such as 0, π/2, π, and so on, depending on the angles you wish to plot.
3. Plotting the y-axis: Draw a vertical line perpendicular to the x-axis, representing the y-axis. Label the important points on this line, such as -1, 0, 1, and so on, depending on the range of values you want to display.
4. Plotting the cosine function: For each angle value, calculate the corresponding cosine value using a calculator or trigonometric table. Once you have the cosine values, plot them on the graph by locating the angle value on the x-axis and the cosine value on the y-axis, marking a point at that coordinate.
5. Plotting the tangent function: Similar to the cosine function, calculate the corresponding tangent values for each angle you are graphing. Plot these tangent values on the graph, considering the angle on the x-axis and the tangent value on the y-axis.
6. Connecting the points: Once you have plotted all the points for both the cosine and tangent functions, connect them using a smooth curve. This curve represents the graph of the functions.

Who needs graphing cosine and tangent?

1. Students studying trigonometry: Graphing cosine and tangent functions is an essential part of learning trigonometry. Students need to understand how the values of these functions change with different angles, and visualizing these changes through graphing helps in comprehending the concepts better.
2. Engineers and scientists: Cosine and tangent functions are frequently used in various fields, such as engineering and physics. Professionals in these areas often need to analyze and interpret data related to waves, oscillations, and periodic phenomena. Graphing cosine and tangent functions enables them to visualize and understand these patterns effectively.
3. Anyone interested in mathematics: Graphing trigonometric functions can be fascinating for individuals interested in exploring the mathematical beauty of curves and functions. The graphs of cosine and tangent exhibit intriguing patterns, and studying them can contribute to a deeper understanding of mathematics in general.

In summary, anyone studying trigonometry, professionals in engineering and science, and math enthusiasts would benefit from graphing cosine and tangent functions.

For pdfFiller’s FAQs

What is graphing cosine and tangent?

Graphing cosine and tangent involves plotting points on a coordinate plane to represent the functions of cosine and tangent.

Who is required to file graphing cosine and tangent?

Anyone studying trigonometry or calculus may be required to graph cosine and tangent functions.

How to fill out graphing cosine and tangent?

To fill out a graph of cosine and tangent, plot points based on the values of the functions for different angles.

What is the purpose of graphing cosine and tangent?

The purpose of graphing cosine and tangent is to visually represent the periodic nature of these trigonometric functions.

What information must be reported on graphing cosine and tangent?

On a graph of cosine and tangent, the values of the functions for different angles must be reported.

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