I need to prove or disprove (E Ç F') = 1- Pr(E') - Pr(F) . I'm not deeply familiar with probability theory besides the axioms and theorems. I'd be happy with a good start or hint and can hopefully solve it from there.
Thank you!
I need to prove or disprove (E Ç F') = 1- Pr(E') - Pr(F) . I'm not deeply familiar with probability theory besides the axioms and theorems. I'd be happy with a good start or hint and can hopefully solve it from there.
Thank you!
Ok heres another question for you! How do you know these are equal? What is the proof behind it...$\displaystyle P(E) = P(E \cap F) + P(E \cap F')\; \Rightarrow \;P(E \cap F') = P(E) - P(E \cap F)$ . i know im picky but i need to document every step. thank you again