Identify corresponding parts of congruent triangles

We say triangle ABC is congruent to triangle DEF if

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both have same shape

both have same size

both have same shape and size

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Explanation

Corresponding angles and corresponding sides of congruent triangles are called

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corresponding portions

corresponding areas

corresponding parts

corresponding widgets

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Two triangles are congruent if and only if their vertices can be matched so that the corresponding sides and the corresponding angles are congruent

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True

False

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Explanation

Match congruent sides, where △XYZ ≅ △PQR

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To complete the line match

Click on an item in the first group
Click on the match in the second group

To delete a match, double click on a line

△XYZ

\(\overline{YZ}\)

\(\overline{XZ}\)

\(\overline{XY}\)

△PQR

\(\overline{PR}\)

\(\overline{QR}\)

\(\overline{PQ}\)

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Correct Answer

Explanation

Match congruent angles, where △XYZ ≅ △PQR

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To complete the line match

Click on an item in the first group
Click on the match in the second group

To delete a match, double click on a line

△XYZ

\(\angle{X}\)

\(\angle{Y}\)

\(\angle{Z}\)

△PQR

\(\angle{R}\)

\(\angle{Q}\)

\(\angle{P}\)

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Correct Answer

Explanation

Find the measure of the following angle, where △XYZ ≅ △PQR

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m(∠P) = (1)

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Explanation

Find the measure of the following side, where △XYZ ≅ △PQR

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m(\( \overline{XZ} \))) = (1)

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We say triangle ABC is congruent to triangle DEF if

Correct Answer

Explanation

Corresponding angles and corresponding sides of congruent triangles are called

Correct Answer

Explanation

Two triangles are congruent if and only if their vertices can be matched so that the corresponding sides and the corresponding angles are congruent

Correct Answer

Explanation

Match congruent sides, where △XYZ ≅ △PQR

△XYZ

△PQR

Correct Answer

Explanation

Match congruent angles, where △XYZ ≅ △PQR

△XYZ

△PQR

Correct Answer

Explanation

Find the measure of the following angle, where △XYZ ≅ △PQR

Correct Answer

Explanation

Find the measure of the following side, where △XYZ ≅ △PQR

Correct Answer

Explanation

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