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Laws of LogicHi could someone double check for me please that I have simplified the below expression correctly. Thank you. ((p --> q) --> p) and (p or q).....Original Question ((-p or q) --> p) and (p or q)........Implication (-(-p or q) or p) and (p or q)........Implication ((--p and -q) or p) and (p or q).....De-Morgans ((p and -q) or p) and (p or q).......Double Negation (p or (p and -q)) and (p or q).......Rearranged p and (p or q).........................Absorption p.......................................Absorption Final Answer = p |

Re: Laws of LogicYour solution is correct. |

Re: Laws of LogicAwesome, thanks for checking. |

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