8. 9. ва 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)
Юкорида келтирилган коидалардан куйдаги нарсани тушиниш керак.Суратда ёзилган формулалардан махражда ёзилган формулалар келиб чикади.Иккинчидан куйдаги маънони англатади.Агар суратдаги формулалар тавтология булса, у холда махраждаги формула хам тавтологиядур.Яъни келтириб чикарилганлик коидалари тавтология хосил килишш коидаларини билдиради.
Куйдаги масалаларни караб утамиз.Берилган формулалар кетма-кетлигидан келтириб чикариш мумкин булган барча формулаларни аниклаш мумкинми? Бу саволга куйдаги теорема жавоб беради.
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