1. Convert the following decimal numerals to their binary, octal and hexadecimal equivalents (in case of infinite extension, compute the first 10 digits after dot): a. 55438, b. 237170, c. 586.609375
1. Convert the following decimal numerals to their binary, octal and hexadecimal equivalents (in case of infinite extension, compute the first 10 digits after dot): a. 55438, b. 237170, c. 586.609375
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
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![1. Convert the following decimal numerals to their binary, octal and hexadecimal equivalents (in
case of infinite extension, compute the first 10 digits after dot):
a. 55438,
b. 237170,
c. 586.609375
d. 22.016845703125
e. 416.712
2. Convert (416.715); to its decimal, binary, and hexadecimal equivalent
3. Find appropriate numeral system base, for which given equation is correct:
a. 12,1 = 302/20
b. 41/3 = 13
c. 23+44+14+32 = 223
4. Find 8-bit l's complement numerals representing the following decimal numerals:
a. 89
b. 135
c. 225
d. -37
e. -78
f. -128
g. -230
5. Repeat task 4, this time searching for 2's complement numerals
6. Compute:
a. 11100 + 10001
b. 11100 + 00100
c. 01100 - 10011
assuming (one-by-one): signed-magnitude, l's complement, 2's complement representation](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F22ca2d4a-c7c6-43f7-84c0-ef3c97105c49%2Fbb923f0f-2b5f-43e1-a012-6f52cfbf1246%2Fq743m5x_processed.png&w=3840&q=75)
Transcribed Image Text:1. Convert the following decimal numerals to their binary, octal and hexadecimal equivalents (in
case of infinite extension, compute the first 10 digits after dot):
a. 55438,
b. 237170,
c. 586.609375
d. 22.016845703125
e. 416.712
2. Convert (416.715); to its decimal, binary, and hexadecimal equivalent
3. Find appropriate numeral system base, for which given equation is correct:
a. 12,1 = 302/20
b. 41/3 = 13
c. 23+44+14+32 = 223
4. Find 8-bit l's complement numerals representing the following decimal numerals:
a. 89
b. 135
c. 225
d. -37
e. -78
f. -128
g. -230
5. Repeat task 4, this time searching for 2's complement numerals
6. Compute:
a. 11100 + 10001
b. 11100 + 00100
c. 01100 - 10011
assuming (one-by-one): signed-magnitude, l's complement, 2's complement representation
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