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Which conditional statement has a converse that is true? (Points : 1) If I am biking, then I am moving. If I am in the desert, then I am thirsty. If I am running, then I am exercising. If I am awake, then I am studying.
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Converse refers to turning the sentence around. Basically "If A, then B" would have a converse saying "If B, then A" Based on this, which one would have a converse that is true? Here's the list if you make everything converse.
- If I am moving, I am biking
- If I am thirsty, I am in the desert
- If I am exercising, then I am running
- If I am studying, I am awake
Which one out of that list would still be true?
I think If I am studying, I am awake
Yes :)
thankyou!
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Although I'm not sure why this is in math 😬
Are they trying to teach you how to use converses in math?
Im taking it for a math quiz
yes
Ah, I see
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Good luck! :)
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