❓ Submitted Question: Write the converse, inverse, and contrapositive of the given conditional statement. 1. If I were rich, I would quit this job. 2. If Kevin wins, we will celebrate. 3. If you understand algebra, then you can remember algebra.

🧠Answer:

1. If I were rich, I would quit this job.

Converse: If I quit this job, I would be rich.

Inverse: If I were not rich, I would not quit this job.

Contrapositive: If I did not quit this job, I would not be rich.

2. If Kevin wins, we will celebrate.

Converse: If we celebrate, Kevin must have won.

Inverse: If Kevin does not win, we will not celebrate.

Contrapositive: If we do not celebrate, Kevin did not win.

3. If you understand algebra, then you can remember algebra.

Converse: If you can remember algebra, then you understand algebra.

Inverse: If you do not understand algebra, then you cannot remember algebra.

Contrapositive: If you cannot remember algebra, then you do not understand algebra

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