Base 4 to base 3 conversion

Base 4 to base 3 converter lets you convert number system between base 4 to base 3 and will give you the result with calculation steps and it also supports decimal numbers. Enter your number and choose bases below to start a conversion.

Result

How to convert 1 in base 4 to base 3?

1
1 base 4 = 1 base 3

Calculation steps

To convert 1 in base 4 to base 3, take the following steps.

  1. Convert 1 from base 4 to base 10.
  2. Convert result of the previous step from base 10 to base 3.

Step 1: convert 1 from base 4 to base 10

To start the calculation, let d is the number in each digit and n is the exponent of the number in that digit. Therefore, the steps can be shown in the following table.

Exponent (n)Digit (d)d x 4nCumulative sum
011 x 401

From the table above, it can be written as a conversion formula as:
(1 × 40)

Then calculate the sum of all the cumulative sums we get:
1 = 1

Step 2: convert from base 10 to base 3

Conversion from base 10 to base 3 can be done by dividing the number by 3 until the quotient is zero. The steps can be shown in the following table.

#Number divides 3QuotientRemaining
11 divides 301

When the division is complete, connect all the remainders of the division. Starting from the bottom of the table we get 1.

Therefore, 1 in base 4 can to converted to base 3 as 1.

Base 4 to base 3 conversions table

Here is a conversions table comparing the relationship between base 4 and base 3 by using 1 - 100 in base 10 as starting numbers.

Base 4Base 3
11
22
310
1011
1112
1220
1321
2022
21100
22101
23102
30110
31111
32112
33120
100121
101122
102200
103201
110202
111210
112211
113212
120220
121221
122222
1231000
1301001
1311002
1321010
1331011
2001012
2011020
2021021
2031022
2101100
2111101
2121102
2131110
2201111
2211112
2221120
2231121
2301122
2311200
2321201
2331202
3001210
3011211
3021212
3031220
3101221
3111222
3122000
3132001
3202002
3212010
3222011
3232012
3302020
3312021
3322022
3332100
10002101
10012102
10022110
10032111
10102112
10112120
10122121
10132122
10202200
10212201
10222202
10232210
10302211
10312212
10322220
10332221
11002222
110110000
110210001
110310002
111010010
111110011
111210012
111310020
112010021
112110022
112210100
112310101
113010102
113110110
113210111
113310112
120010120
120110121
120210122
120310200
121010201

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