Finite Group Databasebeta

Groups of order 3125

← order 3124 order 3126 →

77 groups of order 3125.

SmallGroupsgroup
(3125, 1)C3125 #15691058
(3125, 2)#15691059
(3125, 3)#15691060
(3125, 4)#15691061
(3125, 5)#15691062
(3125, 6)#15691063
(3125, 7)#15691064
(3125, 8)#15691065
(3125, 9)#15691066
(3125, 10)#15691067
(3125, 11)#15691068
(3125, 12)#15691069
(3125, 13)#15691070
(3125, 14)#15691071
(3125, 15)C25×C125 #15691072
(3125, 16)#15691073
(3125, 17)C52⋊C125 #15691074
(3125, 18)#15691075
(3125, 19)#15691076
(3125, 20)#15691077
(3125, 21)#15691078
(3125, 22)H(3,𝔽5)⋊C25 #15691079
(3125, 23)5−1+2⋊C25 #15691080
(3125, 24)#15691081
(3125, 25)#15691082
(3125, 26)C25⋊C125 #15691083
(3125, 27)#15691084
(3125, 28)C5×C625 #15691085
(3125, 29)C625⋊C5 #15691086
(3125, 30)#15691087
(3125, 31)#15691088
(3125, 32)#15691089
(3125, 33)#15691090
(3125, 34)#15691091
(3125, 35)#15691092
(3125, 36)#15691093
(3125, 37)#15691094
(3125, 38)#15691095
(3125, 39)C5×C252 #15691096
(3125, 40)C5×C52⋊C25 #15691097
(3125, 41)C5×C25⋊C25 #15691098
(3125, 42)#15691099
(3125, 43)C25×H(3,𝔽5) #15691100
(3125, 44)C25×5−1+2 #15691101
(3125, 45)C52⋊H(3,𝔽5) #15691102
(3125, 46)#15691103
(3125, 47)C25⋊H(3,𝔽5) #15691104
(3125, 48)#15691105
(3125, 49)#15691106
(3125, 50)#15691107
(3125, 51)#15691108
(3125, 52)#15691109
(3125, 53)#15691110
(3125, 54)#15691111
(3125, 55)#15691112
(3125, 56)#15691113
(3125, 57)#15691114
(3125, 58)C52×C125 #15691115
(3125, 59)C5×C125⋊C5 #15691116
(3125, 60)#15691117
(3125, 61)C5×H(3,𝔽5)⋊C5 #15691118
(3125, 62)C5×#10597831 #15691119
(3125, 63)C5×#10597832 #15691120
(3125, 64)C5×#10597833 #15691121
(3125, 65)#15691122
(3125, 66)#15691123
(3125, 67)#15691124
(3125, 68)#15691125
(3125, 69)#15691126
(3125, 70)#15691127
(3125, 71)C53×C25 #15691128
(3125, 72)C52×H(3,𝔽5) #15691129
(3125, 73)C52×5−1+2 #15691130
(3125, 74)C5×#10597837 #15691131
(3125, 75)H(5,𝔽5) #15691132
(3125, 76)5−1+4 #15691133
(3125, 77)C55 #15691134

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