Ternary (base 3) to Base 2 Table - Base Number

Ternary (base 3) to Base 2 Conversion Table

Quick Find Conversion Table

fromto

Start valueEnd valueIncrement value

***0 - 23***
ternary (base 3) to base 2
0₃	= 0₂
1₃	= 1₂
2₃	= 10₂
10₃	= 11₂
11₃	= 100₂
12₃	= 101₂
20₃	= 110₂
21₃	= 111₂
22₃	= 1000₂
100₃	= 1001₂
101₃	= 1010₂
102₃	= 1011₂
110₃	= 1100₂
111₃	= 1101₂
112₃	= 1110₂
120₃	= 1111₂
121₃	= 10000₂
122₃	= 10001₂
200₃	= 10010₂
201₃	= 10011₂
202₃	= 10100₂
210₃	= 10101₂
211₃	= 10110₂
212₃	= 10111₂

***24 - 47***
ternary (base 3) to base 2
220₃	= 11000₂
221₃	= 11001₂
222₃	= 11010₂
1000₃	= 11011₂
1001₃	= 11100₂
1002₃	= 11101₂
1010₃	= 11110₂
1011₃	= 11111₂
1012₃	= 100000₂
1020₃	= 100001₂
1021₃	= 100010₂
1022₃	= 100011₂
1100₃	= 100100₂
1101₃	= 100101₂
1102₃	= 100110₂
1110₃	= 100111₂
1111₃	= 101000₂
1112₃	= 101001₂
1120₃	= 101010₂
1121₃	= 101011₂
1122₃	= 101100₂
1200₃	= 101101₂
1201₃	= 101110₂
1202₃	= 101111₂

***48 - 71***
ternary (base 3) to base 2
1210₃	= 110000₂
1211₃	= 110001₂
1212₃	= 110010₂
1220₃	= 110011₂
1221₃	= 110100₂
1222₃	= 110101₂
2000₃	= 110110₂
2001₃	= 110111₂
2002₃	= 111000₂
2010₃	= 111001₂
2011₃	= 111010₂
2012₃	= 111011₂
2020₃	= 111100₂
2021₃	= 111101₂
2022₃	= 111110₂
2100₃	= 111111₂
2101₃	= 1000000₂
2102₃	= 1000001₂
2110₃	= 1000010₂
2111₃	= 1000011₂
2112₃	= 1000100₂
2120₃	= 1000101₂
2121₃	= 1000110₂

Popular conversions

ternary (base 3)

The ternary numeral system (also called base-3) has three as its base. Analogous to a bit, a ternary digit is a trit (trinary digit). One trit is equivalent to log₂3 (about 1.58496) bits of information.

Ternary (base 3) Conversion

base 2

base 2 is a positional numeral system with two as its base. It uses 2 different digits for representing numbers. The digits for base 2 could be 0, and 1.

Base 2 Conversion