Programmer Calculator

Convert a number from one base to another base

Number Base Conversion

Convert number base-X ⇐⇒ base-Y calculator

Binary To Decimal

Convert Binary Number To Decimal Number

Binary To Hex

Convert Binary Number To Hex Number

Binary To Octal

Convert Binary To Octal

Decimal To Binary

Convert Decimal Number To Binary Number

Decimal To Hex

Convert Decimal To Hex

Decimal To Octal

Convert Decimal To Octal

Hex To Binary

Convert Hex To Binary

Hex To Decimal

Convert Hex Number To Decimal Number

Hex To Octal

Convert Hex To Octal

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Octal To Binary

Convert Octal Number To Binary Number

Octal To Decimal

Convert Octal Number To Decimal Number

Octal To Hex

Convert Octal Number To Hex Number

Hex to ASCII Text Converter

Hex to ASCII Text Converter

ASCII Text to Hex Converter

ASCII Text to Hex Converter

Binary to ASCII Text Converter

Binary to ASCII Text Converter

ASCII Text to Binary Converter

ASCII Text to Binary Converter

Decimal to ASCII Text Converter

Decimal to ASCII Text Converter

ASCII Text to Decimal Converter

ASCII Text to Decimal Converter

Binary Calculator

Binary operations - add, mul, sub, div, exp operators

Bitwise Calculator

Bitwise - AND, OR, XOR, NOT, NAND, NOR, Shift bits operators

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Bit Shift Calculator

Bit Shift operations - shift left, shift right

Bitwise AND Calculator

Bitwise AND bits operator

Bitwise NAND Calculator

Bitwise NAND bits operator

Bitwise NOR Calculator

Bitwise NOR bits operator

Bitwise NOT Calculator

Bitwise NOT bits operator

Bitwise OR Calculator

Bitwise OR bits operator

Bitwise XNOR Calculator

Bitwise operations - XNOR bits

Bitwise XOR Calculator

Bitwise XOR bits operator

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What are Programmer Calculator | Base Number Conversion used for?

  • Convert any number from one base to another numeric base
  • Convert from base-2 to base-10
  • Convert from base-2 to base-16
  • Convert from base-2 to base-8
  • Convert from base-10 to base-2
  • Convert from base-10 to base-16
  • Convert from base-10 to base-8
  • Convert from base-16 to base-2
  • Convert from base-16 to base-10
  • Convert from base-16 to base-8
  • Convert from base-8 to base-2
  • Convert from base-8 to base-10
  • Convert from base-8 to base-16
  • Convert Hex to ASCII, encode and translate characters, letters, words, sentences.
  • Convert ASCII Text to Hex, encode and translate characters, letters, words, sentences.
  • Convert Binary to ASCII, encode and translate characters, letters, words, sentences.
  • Convert ASCII Text to Binary, encode characters, letters, words, sentences.
  • Convert Decimal to ASCII, encode and translate characters, letters, words, sentences.
  • Convert ASCII Text to Decimal, encode and translate characters, letters, words, sentences.
  • Binary operations - add, mul, sub, div, exp
  • Bitwise operations - AND, OR, XOR, NOT, NAND, NOR, Shift bits
  • Bit Shift operations - shift left, shift right
  • Bitwise operations - AND bits
  • Bitwise operations - NAND bits
  • Bitwise operations - NOR bits
  • Bitwise operations - NOT bits
  • Bitwise operations - OR bits
  • Bitwise operations - XNOR bits
  • Bitwise operations - XOR bits


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Number System Conversion

Number system conversions deal with the operations to change the base of the numbers. For example, to change a decimal number with base 10 to a binary number with base 2. We can also perform arithmetic operations like addition, subtraction, multiplication on the number system. a

Number Bases

In base numbering system, numbers are represented using digits (0-9) and basic latin alphabet letters (from "A" to "Z" = 26 letters). In the converter, the input number base must have only digits [0-9] and letters [A-Z]. 

General Base Conversions

Converting between various bases of numbers is actually very easy, but the reasoning behind it can at first seem a little confusing.  While you might find the subject of different bases to be somewhat trivial, the accessibly of computers and computer graphics has increased the need for information about how to work with different (non-decimal) base systems.

Base Number Systems Names
  • 1 - unary
  • 2 - binary
  • 3 - ternary / trinary
  • 4 - quaternary
  • 5 - quinary / quinternary
  • 6 - senary / heximal / hexary
  • 7 - septenary / septuary
  • 8 - octal / octonary / octonal / octimal
  • 9 - nonary / novary / noval
  • 10 - decimal / denary
  • 11 - undecimal / undenary / unodecimal
  • 12 - dozenal / duodecimal / duodenary
  • 13 - tridecimal / tredecimal / triodecimal
  • 14 - tetradecimal / quadrodecimal / quattuordecimal
  • 15 - pentadecimal / quindecimal
  • 16 - hexadecimal / sexadecimal / sedecimal
  • 17 - septendecimal / heptadecimal
  • 18 - octodecimal / decennoctal
  • 19 - nonadecimal / novodecimal / decennoval
  • 20 - vigesimal / bigesimal / bidecimal
  • 21 - unovigesimal / unobigesimal
  • 22 - duovigesimal
  • 23 - triovigesimal
  • 24 - quadrovigesimal / quadriovigesimal
  • 26 - hexavigesimal / sexavigesimal
  • 27 - heptovigesimal
  • 28 - octovigesimal
  • 29 - novovigesimal
  • 30 - trigesimal / triogesimal
  • 31 - unotrigesimal
  • 32   vigesimal (already a popular name for this base)
  • 33   triseptimal
  • 34   bielevenary
  • 35   unbielevenary
  • 36   hexatridecimal / sexatrigesimal

 

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