Subtract the following 16-bit binary numbers. a. 11001011 00101000, - 10011110 01011011, b. 10111100 10111000, - 10011000 11110011,
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- Which of the following is the BCD code equivalent of the number 110010111 in the binary number system? A 001100010010 B 010000000111 C 001110010010 D 001101000110 E 0011100000013 - Assume that a five-bit binary counter starts in state 00000b. What will your count be after 157 input pulses? a. 11111b b. 10101b c. 10001b d. 11101b e. 11011bFind the decimal equivalent of the following binary numbers:a. (1010.0101011)2 =b. (10111.101)2 =
- Perform the following additions, all in the binarysystem:a. 11001011 + 101111b. 10011001 + 1111011c. 11101001 + 1001101124: 1’s complement of 1011101 is 0100010 Select one: True False 25: Sequential logic circuits, comprises ___________________________________ logic gates such as flip-flops only logic gates and memory elements such as flip-flops. memory elements such as flip-flops. 27: Find the 1's complement of 01100111.10101 10100100.01101 11110100.11101 10011000.01010 11100100.01001Express the number 0000 0004 as an 8-bit binary number and find the complement to 2. Subtract this number from the number 0101 1011 by the method that complements it to 2.
- Convert each of the following 8-bit two’s complement binary values to decimal. I)101101112 ii) 010011012 iii) 110101112 iv) 011101112Which one of the following binary numbers is NOT a valid 8-bit BCD number a. 0001 0101 b. 1001 0111 c. 0101 0100 d. 0110 1101Choose a suitable BCD equivalent of a decimal number (432.56)10 3. Select a suitable logic family, which has extremely low power consumption. a) b) c) d) 0100 0011 0010.0101 0100 0100 0011 0010.0100 0110 0100 0011 0010.0101 0110 None of the above
- Find the one’s and two’s complements of the binary numbers: a. * 11101000; b. 00000000; c. 10101010; d. 11111100; e. 11000000.Design a three bit counter which counts in the following sequence: 001, 010, 101, 110, 111, 011, 110, 001, . by using J.K. flip-flops.Prove the equality of the following boolean expression (AB)'.(CD)'=(AB+CD)'.state this theorem.implement using logic gates also