Convert the following decimal numbers to 8-bit two’s complement numbers 1. 42 10 (Subscript is 10)
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Convert the following decimal numbers to 8-bit two’s complement numbers
1. 42 10 (Subscript is 10)
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- NEED HELP WITH ALL STEPS BY STEPS PLEASE! THANK YOU SO MUCH. 1. Multiply Binary numbers (12 bits, 2’s complement numbers) 10101 * 111111010101 = 2. Subtract Binary numbers (12 bits, 2’s complement numbers) 11000011111 – 11000010011 =The following 16-bit hexadecimal numbers represent signed integers. Convert each to decimal. 4CD28) A number with 6 digits (in its decimal notation) will: a)have between 15 and 21 digits in its binary notation b)have 10 digits in its base 6 notation c)always occupy less than 21 bits in its notation in the 2's complement encoding
- 3. The following 16- bit hexadecimal number represents signed integer. Convert to decimal. C123a) Convert the following decimal numbers to 12 bit 2’s complement: -689 b)Convert the following 2's complement binary numbers to decimal. 0110 1101Convert the decimal number 71 to 9-bit binary number and 3-character hexadecimal number according to the following representations: (a) Sign magnitude (b) One’s complement (c) Two’s complement (d) Hexadecimal from Two’s complement
- Represent each of the following integers as 10-bit two’s complement binary numbers.i) -18510 ii) 15610 iii) -20510 iv) 16910What are the 16-bit 1’s and 2’s complements of the following binary numbers? 100111100001001The base 10 representation of the largest signed value that can be stored using only 6 bits is: 63 126 31 011111
- 3. Represent the following decimal numbers in binary using 8-bit signed magnitude, one'scomplement and two's complement:a. 77b. −42c. 119d. −1071. Represent the following decimal numbers in 8 bits: (+94)10 and (–124)10 by (a) Sign-magnitude, (b) one’s complement, and (c) two’s complement representation- Convert the following decimal numbers to 6-bit two’s complement binarynumbers and add them.1. 1610 + 9102. 2710 + 31103. −410 + 19104. 310 + −32105. −1610 + −910