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Summary IT332 unit 1 assignment.docx IT332 Principles of Information Systems Architecture Purdue University Global IT332-01 There are several methods or technique which can be used to convert numbers from one base to another. The three conversion methods
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IT332 unit 1 IT332 Principles of Information Systems Architecture Purdue University Global IT332-01 There are several methods or technique which can be used to convert numbers from one base to another. The three conversion methods are Binary Numbers, Decimal systems, and Hexadecimal Numbe...
it332 unit 1 assignmentdocx it332 principles of information systems architecture purdue university global it332 01 there are several methods or technique which can be used to convert numbers
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IT332
Principles of Information Systems Architecture
Purdue University Global
IT332-01
There are several methods or technique which can be used to convert numbers from one
base to another. The three conversion methods are Binary Numbers, Decimal systems, and
Hexadecimal Number systems. Binary numbers are known as base 2 numeral system that uses
two digits 0 or 1. Binary works like base 2 system. Each column represents a value. A computer
can understand binary numbers and decode the data to process it. Binary numbers also used
electronic and digital logic design. The binary numbers system is a base 2 system that uses only
the numerals 0 and 1 to represent “off “and “on” in a computer's electrical system [ CITATION
Ang19 \l 1033 ].
The Decimal System is a commonly used system around the world. Based on the values
of 0-9. Every number in this system has its value and point. A Decimal system is a number
system that uses a notation on which each number is expressed in base 10 by using one of the
first nine integers or o in each place and letting each place value be a power of 10 2. This is
called the Hindu-Arabic number system.
Hexadecimal numeral system is also base 16. This system is a positional numeral system
that represents numbers using a radix base of 16. Hexadecimal uses 16 distinct symbols, most
often symbols 0-9 to represent values 0 to 9, and “A-F” to represent values 10 to 15
[ CITATION Wik21 \l 1033 ]. This is another way to express a binary numeral input or output in
a byte. These eight binary digits are normally represented in base 18 formats.
Binary Conversion: 100101 converted to a decimal number. From Base 2 to Base 10
listing the digits and numbering. Digits 100101, Numbering 5 4 3 2 1 0. Digits are the binary
numbers and the numbering row that references the power that digit will be multiplied at. 1x32 +
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