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Do a proof by contradiction to show that if \(x^{2}+2x-3=0,\) then x is not equal to 2.
Question 1: State your assumptions for a proof by contradiction.
Question 2: Derive a contradiction.
Please keep it short and simple and no copy and paste - you have to satisfy the requirements specified in the instruction.
If M is a DFA accepting language B, then exchangeing the accept and reject states gives a new DFA accepting the complement of B. Does this work for an NFA, why?
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