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Independent Practice: SIMILAR TRIANGLES NAME:DATE:PERIOD:For # 1 6, determine if the triangles are similar. If the triangles are similar identify the similarity theorem (AA, SAS, or SSS) and write
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How to fill out corresponding angles of similar

01
Identify the corresponding angles in the similar figures.
02
Use the given information to set up a proportion to find the measure of one of the corresponding angles.
03
Solve the proportion to find the measure of the corresponding angles.

Who needs corresponding angles of similar?

01
Students studying geometry.
02
Architects and engineers when working with similar figures.
03
Anyone trying to determine the relationship between angles in similar figures.
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Corresponding angles of similar are pairs of angles that have the same relative position in two polygons that are similar.
Individuals or organizations who are working with similar polygons are required to file corresponding angles of similar.
Corresponding angles of similar can be filled out by identifying the corresponding angles in two similar polygons and measuring their values.
The purpose of corresponding angles of similar is to help determine the relationships between angles in similar polygons and further understand their properties.
The measurements or values of corresponding angles in similar polygons must be reported on corresponding angles of similar.
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Relevant keywords

rst sss parallelograms sas lmn vt x1 asa vtu rsu postulate mn theorem rs triangles lop classify similarity classification graph def vary pt aa geometry

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