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CC GPS Geometry 6 Similarity & Right Triangle Trigonometry 6.6 Notes & Practice Name: Date: Trig Application Problems Angle of Elevation & Angle of Depression 1. Classify each angle as an angle of
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How to fill out trig application problems:

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Understand the problem: Read the problem carefully and identify what is being asked. Determine what information is given and what needs to be found.
02
Draw a diagram: Sketch a diagram that represents the problem. Label the given information and any unknown values.
03
Define variables: Assign variables to any unknown values in the problem. This will help you set up equations and solve for the desired quantity.
04
Determine the appropriate trigonometric ratio: Identify which trigonometric ratio (sine, cosine, or tangent) should be used to solve the problem based on the known and unknown values.
05
Apply the trigonometric ratio: Use the identified trigonometric ratio to set up an equation that relates the known and unknown values. Solve the equation to find the desired quantity.
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Check your Once you have obtained a solution, check if it makes sense in the context of the problem. Ensure that your answer satisfies the given information and any relevant restrictions.

Who needs trig application problems:

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Students studying trigonometry: Trig application problems are commonly used in math courses to help students understand how to apply trigonometric concepts to real-world situations. They help reinforce the understanding of trigonometric functions and their practical applications.
02
Engineers and architects: Trigonometry is an essential tool in engineering and architectural fields. Professionals in these fields use trigonometric principles to solve problems related to angles, distances, and heights in construction, surveying, and design.
03
Scientists and researchers: Trigonometry is used extensively in various scientific disciplines such as physics, astronomy, and engineering. Researchers rely on trigonometric functions and relationships to analyze data, conduct experiments, and make accurate calculations.
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Trig application problems are mathematical problems that involve trigonometry concepts and applications.
Students studying trigonometry or taking math courses that require trigonometry knowledge may be required to solve trig application problems.
Trig application problems can be solved by applying trigonometry formulas and concepts to the given scenario or question.
The purpose of trig application problems is to test understanding and application of trigonometry concepts in real-world situations.
Trig application problems may require reporting of angles, side lengths, and other relevant data based on the scenario provided.
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