bookmark

Quinary (base 5) to Base 4 Conversion Table

Quick Find Conversion Table

to


0 - 23
quinary (base 5) to base 4
05= 04
15= 14
25= 24
35= 34
45= 104
105= 114
115= 124
125= 134
135= 204
145= 214
205= 224
215= 234
225= 304
235= 314
245= 324
305= 334
315= 1004
325= 1014
335= 1024
345= 1034
405= 1104
415= 1114
425= 1124
435= 1134
24 - 47
quinary (base 5) to base 4
445= 1204
1005= 1214
1015= 1224
1025= 1234
1035= 1304
1045= 1314
1105= 1324
1115= 1334
1125= 2004
1135= 2014
1145= 2024
1205= 2034
1215= 2104
1225= 2114
1235= 2124
1245= 2134
1305= 2204
1315= 2214
1325= 2224
1335= 2234
1345= 2304
1405= 2314
1415= 2324
1425= 2334
48 - 71
quinary (base 5) to base 4
1435= 3004
1445= 3014
2005= 3024
2015= 3034
2025= 3104
2035= 3114
2045= 3124
2105= 3134
2115= 3204
2125= 3214
2135= 3224
2145= 3234
2205= 3304
2215= 3314
2225= 3324
2235= 3334
2245= 10004
2305= 10014
2315= 10024
2325= 10034
2335= 10104
2345= 10114
2405= 10124

quinary (base 5)

Quinary (base-5 or pental) is a numeral system with five as the base. A possible origination of a quinary system is that there are five fingers on either hand.

base 4

base 4 is a positional numeral system with four as its base. It uses 4 different digits for representing numbers. The digits for base 4 could be 0, 1, 2, and 3.