I can't figure out what is meant in my text books with the "Either / Or" statements. I'm in a math proof class trying to wrap my head around this. See example below.
Either Jim or Bob has red hair
P = Jim has red hair
Q = Bob has red hair
Does this mean:
P v Q
or
(P v Q) ^ (~P v ~Q)
Thanks
There is nothing to get confused. Imagine what any person who has not studied mathematics beyond high school would understand by this statement. It is exactly that.