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In proving, do you take the more complicated side and prove that it is equivalent to the simpler side? or is it better to take the simpler side and make it complicated?
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trigonometry we want comlex side for example but logic we need simple
hmm you read my mind....
do you have anexample
not at the moment
¬(¬((p or q) ^ r ) or¬q) implies q^r i would rather prove the right hand side this is equivalent
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what right hand side?
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