Question

let p and q represent the following simple statements. p: you are human. q: you have fins. write the following compound statement in symbolic form. you have fins if you are not human. the compound statement written in symbolic form is \boxed{}

Explanation:

Step1: Identify negation of p

$
eg p$ (You are not human)

Step2: Translate "if" logic

In logic, "B if A" means $A
ightarrow B$. Here, A is $
eg p$, B is q.
<Expression>$
eg p
ightarrow q$</Expression>

Answer:

$
eg p
ightarrow q$