For a person $p$, let $w(p)$, $A(p, y)$, $L(p)$ and $J(p)$ denote that $p$ is a woman, $p$ admires $y$, $p$ is a lawyer and $p$ is a judge respectively. Which of the following is the correct translation in first order logic of the sentence: "All woman who are lawyers admire some judge"?
Just translating to English:
So, option (e) is the answer.
It will be (e).
∃y∀x and ∀x∃y are two differnt things.
∃y∀x thier exist some y for all x.
∀x∃y for all x thier exist a y.
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