Determine the twos' complement for hexadecimal 4B,, that is stored in a WORD size storage location. Provide answer in hexadecimal. 16
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- 15. Fill in all cells with hexadecimal numbers. INSTRUCTIONS 32 25 24 17 16 9. 1 mov eax, 93567h mov al, 9Bh T mov ah, 2h mov al, 6Eh mov eax , 251hansweI SI Suppose an 8-bit data word stored in memory is 11111001. Using the Hamming algorithm, determine what check bits would be stored in memory syndrome word.The Contents of Bx/BP and 8/16bit displaement aiven the offsets oddacf the oPenand Ex - Mov Dx, [Bx+08]
- What are the difference between ASCII code and EBCDI codeShow Steps Please 18. If the floating-point number representation on a certain system has a sign bit, a 3-bit exponent and a 4-bit significand: a) What is the largest positive and the smallest positive number that can be stored on this?system if the storage is normalized? (Assume no bits are implied, there is no biasing, exponents use two's complement notation, and exponents of all zeros and all ones are allowed.) b) What bias should be used in the exponent if we prefer all exponents to be non-negative? c) Why would you choose this bias?base 16 for all parts and 24-bit word size. assume two's complement subtraction A689BE - B8FDE3 = is there over flow or no over flow
- 20. Assume a computer operation has been performed, and the result is 8A1B hexadecimal. Show how this number would look as a) packed BCD code, b) unpacked BCD code, c) ASCII code8. Determine the twos' complement for decimal 94 Provide answer in binary in a WORD size memory location. 10° LThat changog1.Convert to binary form (a) 8AD5917, (b) B27D.A9C16. 2.Convert/Replace each hexadecimal digit number by its 4-bit representation
- MATLAB code Problem 5. Show the first eight words (32 bytes) of the key expansion for a 128-bit key in the following for the AES algorithm. The 128-bit key in hexadecimal notation: 000102030405060708090B0A0D0C0F0E6. Show how each of the following signed, decimal integers would be stored in 16-bit two's complement format. Give your answer in hexadecimal. a. 431693 € 41024 e. -1 8. 432767 1 -32767 b. -252 d. -1024 1-32768 -128Expressnumber –62 in hexadecimal IEEE-75432-bit floating-point format.Show all the steps.