Having trouble translating Quantified logical expressions into English, picture will be attached
This is what I think they are A. Every animal that is a rabbit, hops B. Every animal that hops is a rabbit C. There exists an animal such that the animal is a rabbit and it hops D. There exists an animal such that the animal hops or the animal is a rabbit.
Should B, be : Every animal that hops and is a rabbit? due to the /\ in the question
Yaaaa seems good :) I was thinking of these in more of like... if then notation, a) `For all animals` `if it is a rabbit` `then it hops` But then from that point, writing it the way you did makes a lot more sense ^^ easier to read.
thank you
I would maybe use the if/then wording for part c. I'm not sure of the use of the AND word in that sentence.
There exists an animal such that if it is a rabbit, then it hops.
Because I think the sentence you came up with describes \(\rm \exists x(R(x)\wedge H(x))\)
ok, thank you very much for the input
np
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