What is the hypothesis of the conditional statement?

If you are not there, then I will leave.

A-you are there

B- you are not there

C- I will leave

D- I will not leave

My choice is B.

What is the converse of the conditional statement?

If it is Tuesday, then I walk to the park.

A- If I walk to the park, then it is Tuesday.

B- If I walk to the park, then it is not Tuesday.

C- If it is not Tuesday, then I walk to the park.

D- If I don't walk to the park, then it is Tuesday.

My choice is A.

What is the inverse of the conditional statement?

If we don't drive, then I ride my bicycle.

A- If we don't drive, then I ride my bicycle.

B- If we drive, then I will not ride my bicycle.

C- If we drive, then I ride my bicycle.

D- If I ride my bicycle, then we don't drive.

My choice is B.

6 answers

Yes and yes
To remember forever:

1. Hypothesis: If cow , then mammal

2. converse: If mammal,then cow (maybe)

3. inverse: If not cow, then not mammal (maybe)

4. contrapositive: If not mammal, then not cow (true)

Make Venn diagrams for the situation :)

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