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Show that p ^ ~p is a contradiction.
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It's true!
p xor not p is always true
oh..... you meant p and not p...... that's false
if p = true, i.e., T, then p ^ ~p = T ^ ~T = T ^ F = F Similarly if p = F.
from the statement of p and not p, it is clear that either p or not p has to be false, so the result is naturally false.
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Ok thanks guys. I see the correlation now.
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