NO LINKS!! Please help me with this Geometry part 15
2 answers:
Answer: See attached image below
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Explanation:
We have this set of templates
- Original: If P, then Q
- Converse: If Q, then P
- Inverse: If not P, then not Q
- Contrapositive: If not Q, then not P
P and Q are placeholders for logical statements. Think of it like a variable.
In this case, P stands for "I'm a bunny" and Q stands for "I have 2 ears".
The original conditional is true assuming the bunny doesn't have any birth defects.
The converse is not true because if something has 2 ears, then it could be any other animal such as a giraffe or bear. The inverse isn't true either for very similar reasoning compared to the converse.
The contrapositive is true because if an animal doesn't have 2 ears, then the animal is not a bunny. One example of an animal that doesn't have ears is a turtle. They have internal ears, but nothing external that is visible to any observer.
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