2.51 What is the hexadecimal representation of the following numbers? a. 25,675 b. 675.625 (i.e. 675-, in the IEEE 754 floating point standard c. The ASCII string: Hello
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Q: 22.Please compute the following as efficiently as possible (show your work): 121 10!
A: - We need to compute the asked factorial problem with efficiency.
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- 44. What is the value of the following expression:24//6%3, 24//4//2 a. (1,3) b. (0,3) c. (1,0) d. (3,1)4. a. Please translate with a three-address statement, the following expression:n = f((x+2), y) – 5;10. Fill in the following addition table for base 3.+ 0 1 201211. Identify the following statements as TRUE OR FALSE. a) BCD stands for Binary Coded Decimal and encodes each digit of a decimal number to an 8-bit binary form. b) Unicode is a 16-bit code, occupying twice the disk space for text as ASCII or EBCDIC would require. c) A signed-magnitude integer representation includes more negative numbers than it does positive ones. d) A byte is 8 bits, but a word may vary in size (16-bits, 32-bits, etc.) from one architecture to another. e)The largest value that a 60-bit unsigned binary integer can represent is (260-1). f) A 2's complement integer representation includes more negative numbers than it does positive ones.
- Q2. What is the smallest 32-bit floating-point number f such that 128 + f > 128? What is the smallest 32-bit floating-point number g such that 1 + g > 1? What is the relationship between f and g? Write a short C++ or Python program to support your answer (for example, show that you checked whether there is no smaller number than your f by trying 128+f/2 == 128. 3.Explain what changes are needed to change the 4x3 memory presented on Slide 62 of Chapter 3 to a 16x6 memory3.18.2: Read in a time and print the equivalent military hour.MCQS the following? 1) .The number of bytes required to store single precision floating point numbers is a) 2 b) 4 c) 8 d) 16 2) The number of bytes required to store the variable "a", where a = [4 , 6 , -8, 13], would be a) 4 b) 8 c) 16 d) 32 e) 64
- 2. What is the smallest 32-bit floating point number f such that128 + f > 128 ?What is the smallest 32-bit floating point number g such that 1 +g > 1 ?What is the relationship between f and g?Write a short C++ or Python program to support your answer.Q2. What is the smallest 32-bit floating-point number f such that 128 + f > 128? What is the smallest 32-bit floating-point number g such that 1 + g > 1? What is the relationship between f and g? Write a short C++ or Python program to support your answer (for example, show that you checked whether there is no smaller number than your f by trying 128+f/2 == 128.7) Under computer integer arithmetic, the quotient J/K of two integers J and K is less than or equal to the usual quotient. True or false?
- the odd numbers are the numbers in the sequence 1,3,5,7,9, .... Define the sequence of S - numbers as follows: the first S - number is 1 The second S - number is the sum of the first S - number and the second odd number the third s - number is the sum of the second S- number and the third odd number. the fourth S- number is the sum of the third S- number and the fourth odd number, etc..,... compute the first seven S- numbers. make a note of any patterns you notice. enter the first seven S- numbers as a comma - seperated list: first seven S- numbers = ________________51. What is the result of the snippet of code shown below if x=1?x<<2 a. 8 b. 1 c. 2 d. 4c++ i want part 2 and the rest 1- Given a set of numbers where all elements occur even number of timesexcept one number, find the odd occurring number” This problem can beefficiently solved by just doing XOR of all numbers.2- Use bitwise operators to compute division and multiplication by a numberthat is power of 2. For example: bitwise_divide/multiply(num,8/16/32/2/4/128) should use only bitwise operators to compute result.3- Write code that checks if a number is odd or even using bitwise operators.4- Write a program that checks if a number is positive/negative/zero.5- Write a function that returns toggle case of a string using the bitwiseoperators in place. part1 #include <bits/stdc++.h> // include header file for standard header filesusing namespace std; int fun(int ar[], int size) // start definition of function to check the odd occurences of the numbers{ int res = 0; // declare the required numbers for (int i = 0;…