elseif y > 50000 t = 2400 + 0.25* (y - 20 3. The following numbers represe sign, 8 for exponent, 23 for mantiss exponent (integer value), and the m full binary representation. Show yc a. 001101101 110100000000000 b. 1 10000101 000110000000000 4. Represent the decimal number show only the first 8 digits of the ste
elseif y > 50000 t = 2400 + 0.25* (y - 20 3. The following numbers represe sign, 8 for exponent, 23 for mantiss exponent (integer value), and the m full binary representation. Show yc a. 001101101 110100000000000 b. 1 10000101 000110000000000 4. Represent the decimal number show only the first 8 digits of the ste
Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
Section: Chapter Questions
Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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Question
Answer both else’s ill give u downvote
![t = 600 +0.15* (y - 8000)
elseif y > 50000
t = 2400 + 0.25* (y - 20000)
The following numbers represent binary notation using the IEEE 754 standard for single precision (1 bit for
sign, 8 for exponent, 23 for mantissa). For each binary number below, give the values of the sign (+/-), the
exponent (integer value), and the mantissa (decimal value), as well as the decimal number represented by the
full binary representation. Show your work.
3.
a. 001101101 11010000000000000000000
b. 1 10000101 00011000000000000000000
Represent the decimal number 6.11 using IEEE 754 standard. Show your work. (It is sufficient to
show only the first 8 digits of the stored mantissa.)
4.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F2411be7b-37d1-4634-b139-90fe86555986%2F33bcd5d5-449d-4b58-b1ee-84fc90d2ba6e%2Fu3wwqra_processed.jpeg&w=3840&q=75)
Transcribed Image Text:t = 600 +0.15* (y - 8000)
elseif y > 50000
t = 2400 + 0.25* (y - 20000)
The following numbers represent binary notation using the IEEE 754 standard for single precision (1 bit for
sign, 8 for exponent, 23 for mantissa). For each binary number below, give the values of the sign (+/-), the
exponent (integer value), and the mantissa (decimal value), as well as the decimal number represented by the
full binary representation. Show your work.
3.
a. 001101101 11010000000000000000000
b. 1 10000101 00011000000000000000000
Represent the decimal number 6.11 using IEEE 754 standard. Show your work. (It is sufficient to
show only the first 8 digits of the stored mantissa.)
4.
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