Convert the following eight-bit one's complement number to decimal: 010000101's
Q: 2. Represent the following twos complement values in decimal: a. 1101011 b. 0101101 c. 1001011
A: 2. Represented the given 2's complement values in decimal
Q: num
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A: 8) 32 x 2 = 64 8-bit signed 2's complement representation of 64 is 01000000
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A: In step 2 , I have provided answer with detailed explanation-------
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A: 1) 010011 =1001 + 1010 =010011
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Q: Convert the following eight-bit one's complement number to decimal: 010000101's
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A: (-19)-(+14) can be written as (-19)+(-14) 19-->010011 -19--->101101 [2nd complement]…
Q: 3) Represent the following complement values in decimals: (a) 1101011 (b) 0101101
A: Converting complement of binary into decimal 1101011 0101101
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Convert the following eight-bit one's complement number to decimal: 010000101's
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- Represent each of the following integers as 10-bit two’s complement binary numbers.i) -18510 ii) 15610 iii) -20510 iv) 16910Express each decimal number as an 8-bit number in the 2’s complement form: • +12 • -68 • +101 • -125Calculate the smallest negative number and the largest positive number that a 24-bit two’s complement number system can encode. Show how you calculated the answers.
- 2. Convert the following two's complement binary number to decimal: 101001 (2) answer choices: -23 41 9 -9Convert the 32-bit two's complement number 00000000 0000 0000 1100 0000 0000 11112 to a decimal number and Hexadecimal number.Convert the following decimal number into 8 bits signed binary and also hexadecimal numbers. Decimal Number: -1