Question

Using the IEEE single-precision floating point representation, find the decimal number represented by the following 32-bit...

Using the IEEE single-precision floating point representation, find the decimal number represented by the following 32-bit numbers, each expressed as an 8-digit hex number. Express your answer using decimal scientific notation.
(a) (C6500000)16 (b) (31200000)16

Engineering   Electrical-Engineering   
0 0
Add a commentTranscribed image text
Next >

Homework Answers

Answer #1

0 0
Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Log In

Sign Up

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
Convert the following binary floating point number 100101.1001010101 using IEEE-756 single precision representation Plz show work,...
Convert the following binary floating point number 100101.1001010101 using IEEE-756 single precision representation Plz show work, thanks!
Using the 32-bit binary representation for floating point numbers, represent the number 10111001100112 as a 32...
Using the 32-bit binary representation for floating point numbers, represent the number 10111001100112 as a 32 bit floating point number.
If the IEEE Standard 754 representation of a floating point number is given as 01101110110011010100000000000000, determine...
If the IEEE Standard 754 representation of a floating point number is given as 01101110110011010100000000000000, determine the binary value represented by this 32-bit number
Given a 12-bit IEEE floating point format with 5 exponent bits: Give the hexadecimal representation for...
Given a 12-bit IEEE floating point format with 5 exponent bits: Give the hexadecimal representation for the bit-pattern representing −∞−∞. Give the hexadecimal representation for the bit-patterns representing +0 and -1. Give the decimal value for the floating point number represented by the bit-pattern 0xcb0. Give the decimal value for largest finite positive number which can be represented? Give the decimal value for the non-zero negative floating point number having the smallest magnitude. What are the smallest and largest magnitudes...
Matlab uses IEEE double precision numbers: 64-bit floating point representation 1 bit : sign 11 bits:...
Matlab uses IEEE double precision numbers: 64-bit floating point representation 1 bit : sign 11 bits: exponent 52 bits: mantissa. Calculate largest number (less than inf) that can be stored accurately Calculate smallest number (x>0) that can be stored accurately Calculate the machine epsilon Show all work step by step and repeat for 10 bit floating point (bit sign, 4 bits exponent and 5 bits mantissa)
Matlab uses IEEE double precision numbers: 64-bit floating point representation 1 bit : sign 11 bits:...
Matlab uses IEEE double precision numbers: 64-bit floating point representation 1 bit : sign 11 bits: exponent 52 bits: mantissa. Calculate largest number that can be stored accurately Calculate smallest number (x>0) that can be stored accurately Calculate the machine epsilon Show all work step by step and explain calculations Now calculate the largest number and smallest number for a 10 bit floating point (1 bit for the sign, 4 bits exponent and 5 bits mantissa)
For each of the following, assume that we are using a 32-bit system with single-precision (32-bit)...
For each of the following, assume that we are using a 32-bit system with single-precision (32-bit) floating point numbers (floats) in IEEE format, double-precision (64-bit) doubles in IEEE format, and 32-bit integers. Which of the following evaluate to true for all argument values? (Circle each that is always true). char c = .. int x = .. short y = .. float f = .. double d = .. c == (char)(float) c y == (short)(int) y f == (float)(double)...
What is the 16-bit binary representation (in hexadecimal using lower-case letters, e.g., 0x39ab) of -13 1/4...
What is the 16-bit binary representation (in hexadecimal using lower-case letters, e.g., 0x39ab) of -13 1/4 (base 10) when represented as an IEEE 16-bit floating-point number? The IEEE 16-bit floating-point representation uses formulae consistent with those for the 32bit single-precision representation, except for using 5 bits for the exponent (instead of 8 in the case of the 32-bit representation) and a bias of 15.
1. Write the single-precision Representation for the following decimal number. (-0.625) or -5/8. Final Results must...
1. Write the single-precision Representation for the following decimal number. (-0.625) or -5/8. Final Results must be in HEX. SHOW WORK PLEASE. 2. Given Hexadecimal 0x3F300000, convert it to decimal number if it is a single precision floating point number. SHOW WORK PLEASE.
Concern the following 16-bit floating point representation: The first bit is the sign of the number...
Concern the following 16-bit floating point representation: The first bit is the sign of the number (0 = +, 1 = -), the next nine bits are the mantissa, the next bit is the sign of the exponent, and the last five bits are the magnitude of the exponent. All numbers are normalized, i.e. the first bit of the mantissa is one, except for zero which is all zeros. 1. How many significant binary digits do numbers in this representation...
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT