Question
What is the converse of the statement ‘If something is an orange, then it has pips’?
Question 3 options:
If something has pips, then it is an orange.
If something has no pips, then it is an orange.
If something is not an orange, then it does not have pips.
If something does not have pips, then it is not an orange.
Question 3 options:
If something has pips, then it is an orange.
If something has no pips, then it is an orange.
If something is not an orange, then it does not have pips.
If something does not have pips, then it is not an orange.
Answers
GPT-4o mini
The converse of a statement of the form "If P, then Q" is "If Q, then P."
For the statement "If something is an orange, then it has pips," we identify:
- P: something is an orange
- Q: it has pips
The converse would be "If it has pips, then it is an orange."
Therefore, the correct answer is:
**If something has pips, then it is an orange.**
For the statement "If something is an orange, then it has pips," we identify:
- P: something is an orange
- Q: it has pips
The converse would be "If it has pips, then it is an orange."
Therefore, the correct answer is:
**If something has pips, then it is an orange.**