DIRECTION:
Form the converse, inverse and contrapositive of the following conditional statements.
ANSWER:
1.Converse: If they intersect to form right angles, then two lines are perpendicular.
Inverse: If two lines are not perpendicular, then they are not intersect to form right angles.
Contrapositive: If they are not intersect to form right angles, then two lines are not perpendicular.
2. Converse: If x=2, then 3x+4=10
Inverse: If 3x+4≠10, then x≠2
Contrapositive: If x≠2, then 3x+4≠10
(note: ≠ symbol is mean "not equal)
3. Converse: If you passed the subject, then you study your lesson
Inverse: If you did not study your lesson, then you did not passed the subject
Contrapositive: if you did not passed the subject, then you did not study your lesson.
4. Converse: If they are supplementary, then two angles for a linear pair
Inverse: if two angles are not for a linear pair, then they are not supplementary
Contrapositive: If they are not supplementary, then two angles are not for a linear pair
5. Converse: If you should not go outside your house, then you are 15 years old and below
Inverse: If you are not 15 years old and below, then you can go outside your house
Contrapositive: If you can go outside your house, then you are not 15 years old and below
(The formula are In the picture above)
hope it helps:)
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