Number System
Definition:
The number system defined as:
"Number System is an organized and systematic way to representation of number."
The number system is used in computer architecture. The data which we enter in the computer to show on monitor screen or to take print from the computer can be saved in computer memory in the form of the number system.
There are main four types of number systems.
1. Binary number system
2. Octal number system
3. Decimal number system
4. Hexadecimal number system
The binary number system:
Digit:
Include two digit numbers which
Base-2 System:
It is also called base-2 system because only two digits exist.
Integer Value Base Power:
Its base power value started zero from right side to the left side of the digit and it is written as 2⁰.
Fraction Value Base Power:
The octal number system:
Digit:
Include eight digit numbers which start from 0 to end 8.
Bit Represent In Binary:
They each digit of octal represent 3 bits in binary numbers
Base-8 System:
It is also called base-8 system because 8 digits exist.
Integer Value Base Power:
Its base power value started zero from right side to the left side of the digit and it is written as 8⁰.
Fraction Value Base Power:
The Decimal number system:
Digit:
Include ten digit numbers which start from 0 to end 9.
Base- System:
It is also called base-8 system because 8 digits exist.
Integer Value Base Power:
Its base power value started zero from right side to the left side of the digit and it is written as 10⁰.
Fraction Value Base Power:
The Hexadecimal number system:
Digit:
Include 10 digit numbers (0 to 9) and 6 alphabetic letters (A to F).
Bit Represent In Binary:
They each digit of
Base-16 System:
It is also called base-16 system because 16 digits exist.
Integer Value Base Power:
Its base power value started zero from right side to the left side of the digit and it is written as 16⁰.
Fraction Value Base Power:
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