Conditional Statements

Front

What is the hypothesis (p) of the statement: If it is Valentine's Day, then the month is February.?

Back

it is Valentine's Day

Front

Inverse (\(\sim p\rightarrow\sim q\)) of the statement: If I go to the cafeteria, then I get lunch.

Back

If I do not go to the cafeteria, then I do not get lunch.

Front

Converse of the statement: If you are 13, then you are a teenager.

Back

If you are a teenager, then you are 13.

Front

Conclusion of the statement: If two angles are congruent, then they have the same degree.

Back

they have the same degree.

Front

Contrapositive of the statement: If you play the guitar, then you are a musician.

Back

If you are not a musician, then you do not play the guitar.

Front

Back

If you do not play the guitar, then you are not a musician.

Front

Negation of the hypothesis (~p) of the statement: If two angles are congruent, then they have the same degree.

Back

two angles are not congruent

Front

Contrapositive of: If you are 13, then you are a teenager.

Back

If you are not a teenager, then you are not 13.

Front

Negation of the conclusion (~q) of the statement: "If it is Valentine's Day, then the month is February."

Back

the month is not February

Front

Negation of the hypothesis (~p) of the statement: "If it is Valentine's Day, then the month is February."

Back

it is not Valentine's Day