25)(Extra Credit) The base-8 (octal) numbering system is also occasionally used to represent quantities in computing. Using what you know of base 2, base 10, and base 16 numbering systems: Convert the number 137 in octal, to a decimal number.

C++ for Engineers and Scientists
4th Edition
ISBN:9781133187844
Author:Bronson, Gary J.
Publisher:Bronson, Gary J.
Chapter3: Assignment, Formatting, And Interactive Input
Section3.1: Assignment Operations
Problem 6E: (Numerical) Write an assignment statement to calculate the nth term in an arithmetic sequence. This...
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25)(Extra Credit) The base-8 (octal) numbering system is also occasionally
used to represent quantities in computing. Using what you know of base 2,
base 10, and base 16 numbering systems:
Convert the number 137 in octal, to a decimal number.
Transcribed Image Text:25)(Extra Credit) The base-8 (octal) numbering system is also occasionally used to represent quantities in computing. Using what you know of base 2, base 10, and base 16 numbering systems: Convert the number 137 in octal, to a decimal number.
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