Question

ee - lesson 3 - 2 ma.912.lt.4.3
if two angles are a linear pair, then they are adjacent.
write the converse, inverse, and contrapositive of the statement.
converse
inverse
contrapositive

Explanation:

1. Converse: Switch the hypothesis and conclusion. For the statement "If two angles are a linear - pair, then they are adjacent", the converse is "If two angles are adjacent, then they are a linear pair".
2. Inverse: Negate both the hypothesis and the conclusion. The inverse is "If two angles are not a linear pair, then they are not adjacent".
3. Contrapositive: Switch and negate both the hypothesis and the conclusion. The contrapositive is "If two angles are not adjacent, then they are not a linear pair".

Answer:

Converse: If two angles are adjacent, then they are a linear pair.
Inverse: If two angles are not a linear pair, then they are not adjacent.
Contrapositive: If two angles are not adjacent, then they are not a linear pair.