johnsontillmon
Answered

Given the information below, match the following items.


Given statement: If two angles add to 90°, then they are complementary.

  1. converse

If two angles are complementary, then they add to 90°.

  1. inverse

If two angles do not add to 90°, then they are not complementary.

  1. contrapositive

If two angles are not complementary, then they do not add to 90°.

Verified Answer :

Given Statement:

If two angles add to \(90^\circ\), then they are complementary.

1. Converse:

If two angles are complementary, then they add to \(90^\circ\). This is the true statement.

2. Inverse

If two angles do not add to \(90^\circ\), then they are not complementary.This is the true statement.

3. Contrapositive

If two angles are not complementary, then they do not add to \(90^\circ\).This is the true statement.

Answer:

1. Converse- If two angles are complementary, then they add to . This is the true statement.

2. Inverse- If two angles do not add to , then they are not complementary.This is the true statement.

3. Contrapositive- If two angles are not complementary, then they do not add to .This is the true statement.

Step-by-step explanation:

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