proof outline:
1. for all x in R, P --> Q:
The method we learned in the lecture is trying to prove a statement from base case or in other words, using P to get to Q by transforming the equation or inequation. (it's like the firse step of mathmatic indaction)
2. there exist a x in R, P --> Q:
Just find a example.
3. if the sttement is hard to prove:
try to prove the contropositive.
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