Задачи по дискретной математике для контрольных и самостоятельных работ. Булевы функции. Васильев А.В - 24 стр.

22. Проверить полноту системы функций A.
 22.1. A = {(0001), (01011100), (00101111)}
 22.2. A = {(0111), (00001111), (10010111)}
 22.3. A = {(1001), (10010101), (11001011)}
 22.4. A = {(0110), (11001011), (11100011)}
 22.5. A = {(1101), (11000111), (11110001)}
 22.6. A = {(1011), (11000011), (01010111)}
 22.7. A = {(0010), (11110000), (10101011)}
 22.8. A = {(0100), (11110110), (11010101)}
 22.9. A = {(0001), (11110101), (11101010)}
22.10. A = {(0111), (11110010), (01110101)}
22.11. A = {(1001), (11110001), (10111010)}
22.12. A = {(0110), (00111111), (01101001)}
22.13. A = {(1101), (10011111), (10010110)}
22.14. A = {(1011), (00110111), (00011110)}
22.15. A = {(0010), (01010101), (11010010)}
22.16. A = {(0100), (11100011), (10101011)}
22.17. A = {(0001), (11110001), (11010101)}
22.18. A = {(0111), (01010111), (11101010)}
22.19. A = {(1001), (10101011), (01110101)}
22.20. A = {(0110), (11100011), (10111010)}
22.21. A = {(1101), (11110001), (01011101)}
22.22. A = {(1011), (01010111), (10101110)}
22.23. A = {(0010), (10101011), (01100111)}
22.24. A = {(0100), (11010101), (10110011)}
22.25. A = {(0001), (11101010), (11011001)}
22.26. A = {(0111), (01110101), (11101100)}
22.27. A = {(1010), (10011111), (11011100)}
22.28. A = {(1100), (01100110), (10111001)}
22.29. A = {(0010), (00110011), (01110011)}
22.30. A = {(0100), (11001100), (11100110)}



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