Translate the following into symbolic
form and give its domain.
1. All fishes are swimmers.
2. Some fruits are sweet.
3. Every number is a real number.
4. Any mammal is not two-legged.
1. ∀x(Fish(x)→Swimmers(x))\forall x(Fish(x) \rightarrow Swimmers (x))∀x(Fish(x)→Swimmers(x))
2.∃x(Fruit(x)∧Sweet(x))\exists x(Fruit(x) \land Sweet(x))∃x(Fruit(x)∧Sweet(x))
3. ∀x(Number(x)→Real number(x))\forall x(Number(x) \rightarrow Real \ number(x))∀x(Number(x)→Real number(x))
4. ∀x(Mammal(x)→¬Two−legged(x))\forall x(Mammal(x) \rightarrow \neg Two-legged(x))∀x(Mammal(x)→¬Two−legged(x))
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