13. What is 25.25 to IEEE 754 32-bit single precision floating point format (BIAS 127) 0 10000101 10011000000000000000000 0 10000101 10010100000000000000000 0 11000101 10011000000000000000000 0 10011101 11011000000000000000000 0 10000111 10011010000000000000000 0 10000100 10011000000000000000000 0 10100101 10011100000000000000000 0 10000101 10011000010000000000000 None among the given choices

13. What is 25.25 to IEEE 754 32-bit single precision floating point format (BIAS 127) 0 10000101 10011000000000000000000 0 10000101 10010100000000000000000 0 11000101 10011000000000000000000 0 10011101 11011000000000000000000 0 10000111 10011010000000000000000 0 10000100 10011000000000000000000 0 10100101 10011100000000000000000 0 10000101 10011000010000000000000 None among the given choices

Database System Concepts

7th Edition

ISBN:9780078022159

Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Chapter1: Introduction

Section: Chapter Questions

Problem 1PE

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1. Convert the following decimal numbers into their IEEE-754 single-precision (32-bit) representations. Give your answers in hexadecimal form. All intermediate steps must be clearly shown. A single result will not receive marks a. 655.34375 b. -1.875 c. 0.734375
Show how the decimal floating point number -76.31e is stored in the computer's storage using IEEE754 32-bit single precision format. Assume "0" represents positive sign and "I" represents negative sign. Show your conversion steps clearly.
o Entire table consists of 64 rows input output for opcode B A 000 000 001 001 010 010 11 011 100 100 101 101 110 110 111 111 000 001 010 A A AND B XOR B B 000 000 001 000 010 000 011 000 100 000 101 000 110 000 111 000 011 100 101 110 A OR B A+B A-B Logical Shift Right by One bit A*B 000 000 000 000 000 001 001 010 000 000 010 010 100 000 001 011 011 110 000 001 100 101 110 111 100 1000 000 001 101 1010 000 010 110 111 111 1100 000 010 1110 000 011 000 001 100 110 10000 11001 100100 110001
A Binary Search Tree has the following traversal algorithms: • Preorder Traversal: MOLAGHRTI • Inorder Traversal: ALOGMRHTI Reconstruct the tree from these traversals and draw the tree. What is it's postorder traversal?
QUESTION 9 What is the hexadecimal representation of the memory variable location at address 003FBA03H in the Little Endian format from the 32-bit binary quantity represented by 10100111 110111100101101100001100b? Address in hexadecimal format 003FBA00H 003FBA01H 003FBA02H 003FBA03H 003FBA04H Data in hexadecimal format O a. The hexadecimal representation for the variable located at memory address 003FBA03 is A8. Ob. The hexadecimal representation for the variable located at memory address 003FBA03 is A5. OC. The hexadecimal representation for the variable located at memory address 003FBA03 is A3. Od. The hexadecimal representation for the variable located at memory address 003FBA03 is A7.
Encode (represent) the decimal value -10.1875 as a 32-bit IEEE -754 floating point field and show your answer in hexadecimal.
mcq help The IEEE 32-bit floating-point number (0 10000010 10001100000000000000000) represent of:: 1- None of the mentioned 2- 12.375 3- 4.375 4- 2.105497145E39
Computer XYZ was developed and the architecture was designed as such that it accepts 8-bit numbers in One's complement representation. Express each decimal number below as an 8-bit binary in the representation that computer XYZ accepts (Please show the calculation process). i. 23.1510 ii. -910
Question 7 Assume we are using the simple model for floating-point representation as given in this book (the representation uses a 14-bit format, 5 bits for the exponent with a bias of 15, a normalized mantissa of 8 bits, and a single sign bit for the number). 01011011001000 + 00111010000000 = ?
computer architecture practice question
Question 3: Write IEEE floating point representation of the following decimal numbers. 1. 122.625 37 2. -57 64
Convert the following from base 10 to IEEE 754 Single Precision Floating Point. Show all the steps. Give your final answer in Hexadecimal form.a. -67.3125b. 45.6875