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NAME DATE 75 PERIOD Practice Parts of Similar Triangles Find the perimeter of the given triangle. 1. DEF, if ABC DEF, AB 36, BC 20, CA 40, and DE 35 2. STU, if STU KLM, KL 12, LM 31, MK 32, and US
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How to fill out parts of similar triangles

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How to fill out parts of similar triangles:

01
Identify the corresponding sides of the similar triangles. These are the sides that are in proportional lengths to each other.
02
Write down the lengths of the corresponding sides of one triangle.
03
Set up a proportion by comparing the lengths of the corresponding sides of both triangles. This can be done by matching the sides in the same order.
04
Solve the proportion to find the missing lengths of the corresponding sides in the other triangle.
05
Repeat steps 2-4 for the other corresponding sides if needed.

Who needs parts of similar triangles:

01
Geometry students studying the properties of triangles and their relationships.
02
Architects and engineers working with design and construction that involve similar triangle calculations.
03
Surveyors and cartographers who need to measure distances accurately and proportionately on maps and plans.
04
Artists and designers who use the principles of similarity and proportion in their compositions.
05
Individuals who are interested in geometric puzzles and challenges that involve similar triangles.
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Parts of similar triangles include corresponding angles and proportionate sides.
Students studying geometry or trigonometry may be required to understand and work with parts of similar triangles.
To fill out parts of similar triangles, you need to identify corresponding angles and measure proportionate sides.
The purpose of parts of similar triangles is to understand and solve geometric problems involving similar shapes.
Information such as angle measurements, side lengths, and the relationship between corresponding angles and sides must be reported.
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