Hi dear 7sagers, and sages,
First of all, I am having trouble understanding the difference between negation and contrapositive but I think I am slowly getting it.
What troubles me, however, is how to negate a relationship, or in other words deny it, which has an And/Or statement in the conditionals. So, for example, I will use @JY's example from his lesson on DeMorgan's Law:
"If Tom plays, then Jerome and Simmi play too"
Translated into lawgic that would be: T→(J and S) (which could be split)
Now, if we negate the statement altogether, what happens then? "It could be the case that if Tom plays, neither Jerome nor Simmi play" am I right? ....T→NOT(J and S)
Moreover, how do you translate that? T→/J and T→/S ??? Or in other words, T→(/J and /S) (which could also be split)
@ is it going to be anonymous?