Assume that each alphanumeric ASCII character is represented by 7 bits, decipher the following code: 100101011011111010001101110
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A: Given:
Assume that each alphanumeric ASCII character is represented by 7 bits, decipher the
following code: 100101011011111010001101110
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- A(n) __________ is an integer stored in double the normal number of bit positions.Q1: Normalize the following numbers (a) ABCDEFH (b) 1.0000000000001B (c) 10^4-10^3 Q2: Code 100001/17 as 4 bytes BFPN.Question 18 Find the Binary Representation for each of the following Decimal numbers 10 Group of answer choices A 1010 0101 none of them Question 19 The hexadecimal number 48 61 can be interpreted as representing a decimal number _________ or a pair of ASCII codes _________. Group of answer choices 15829 ha 18529 HA 18529 Ha none of them Question 20 The Binary Representation for each of the following Hexadecimal number AD Group of answer choices 10101010 10101101 10110001 none of them
- Question 7 The Hexadecimal Representation for each of the following Binary number 10101101 Group of answer choices AD 173 DA none of them Question 8 The hexadecimal number 43 53 can be interpreted as representing a decimal number _________ or a pair of ASCII codes _________. Group of answer choices 17325 CS 17245 CS 17235 CS none of them Question 9 Assume that EBX and ECX have the following values EBX: FF FF FF 75 ECX: 00 00 01 A2 After the execution of the instruction ADD EBX, ECX The Value in ECX is _________ Group of answer choices 000001A2 00000117 FFFFFF75 none of themTrue/False 6. ASCII is a standard for representing characters using numeric codes.Represent the following into floating point binary format given that the number is written into 10 bits. The first two bits represents the sign of the number and the exponent respectively, the next five bits represents the magnitude of mantissa and the remaining 3 bits represents the magnitude of the exponent. 99.123 49.324 0.9134
- Extend the ASCII code to 8 bits by adding a 0 to the left of each character and find the bit combinations needed to store the character strings given below. Give your answers in hexadecimal notation. (Caution: Do not overlook the spaces, periods, carriage returns, line feeds extra.) a. CSC 1104 b. Comp_ArchThe following is a string of ASCII characters whose bit patterns have been converted into hexadecimal for compactness: 73 F4 E5 76 E5 4A EF 62 73. Of the eight bits in each pair of digits, the leftmost is a parity bit. The remaining bits are the ASCII code. Convert the string to bit form and decode the ASCII.The characters bellow have the set of frequencies as follows: a : 15, c : 2, d : 3, o : 11, n : 13, r : 7, v: 4.A Huffman code is used to represent the characters. Decode the code “1111000110000110” byHuffman code.
- Show Steps Please 8. Decode the following ASCII message, assuming 7-bit ASCII characters and no parity: 1001010 1001111 1001000 1001110 0100000 1000100 1001111 1000101To represent the decimal number 30 as an 8-bit binary number, you may use any of the following formats. One's a) Complement; b) Excess-M:?Assume a 24-bit word on a computer. In these 24 bits, wewish to represent the value 295.1. a) How would the computer represent the decimal value295?2. b) If our computer uses 8-bit ASCII and even parity, howwould the computer represent the string 295?3. c) If our computer uses packed BCD with zero padding, howwould the computer represent the number +295?
