Ю. В. Ворожко

Логика


Скачать книгу

Субъект и предикат всегда распределены в суждениях:

      а) общеутвердительных;

      б) общеотрицательных;

      в) частноутвердительных;

      г) частноотрицательных;

      д) выделяющих.

      7. В частноотрицательных суждениях:

      а) субъект и предикат распределены;

      б) субъект нераспределен, а предикат распределен;

      в) субъект и предикат нераспределены;

      Конец ознакомительного фрагмента.

      Текст предоставлен ООО «ЛитРес».

      Прочитайте эту книгу целиком, купив полную легальную версию на ЛитРес.

      Безопасно оплатить книгу можно банковской картой Visa, MasterCard, Maestro, со счета мобильного телефона, с платежного терминала, в салоне МТС или Связной, через PayPal, WebMoney, Яндекс.Деньги, QIWI Кошелек, бонусными картами или другим удобным Вам способом.

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