Finite Group Databasebeta

Groups of order 500

56 groups of order 500.

SmallGroupsgroup
(500, 1)Dic125 #92515
(500, 2)C4×C125 #92516
(500, 3)#92517
(500, 4)C2×D125 #92518
(500, 5)C22×C125 #92519
(500, 6)C5×Dic25 #92520
(500, 7)Dic5×C25 #92521
(500, 8)#1039⋊C5 #92522
(500, 9)Dic25⋊C5 #92523
(500, 10)#92524
(500, 11)#92525
(500, 12)C4×C5×C25 #92526
(500, 13)C4×H(3,𝔽5) #92527
(500, 14)C4×5−1+2 #92528
(500, 15)AGL(1,𝔽5)×C25 #92529
(500, 16)C5×#1035 #92530
(500, 17)#1043⋊C5 #92531
(500, 18)AGL(1,ℤ/25) #92532
(500, 19)#92533
(500, 20)#92534
(500, 21)#92535
(500, 22)#92536
(500, 23)#92537
(500, 24)#92538
(500, 25)#92539
(500, 26)D5×D25 #92540
(500, 27)((C5⋊D5)⋊C5)⋊C2 #92541
(500, 28)C2×C5×D25 #92542
(500, 29)C2×D5×C25 #92543
(500, 30)C2×(C5⋊D5)⋊C5 #92544
(500, 31)C2×D25⋊C5 #92545
(500, 32)C2×C5⋊D25 #92546
(500, 33)C2×#6953 #92547
(500, 34)C22×C5×C25 #92548
(500, 35)C22×H(3,𝔽5) #92549
(500, 36)C22×5−1+2 #92550
(500, 37)C52×Dic5 #92551
(500, 38)C5×#1039 #92552
(500, 39)#92553
(500, 40)C4×C53 #92554
(500, 41)C52×AGL(1,𝔽5) #92555
(500, 42)C5×#1042 #92556
(500, 43)C5×#1043 #92557
(500, 44)C5×#1044 #92558
(500, 45)#92559
(500, 46)#92560
(500, 47)#92561
(500, 48)#92562
(500, 49)#92563
(500, 50)C5×D52 #92564
(500, 51)D5×C5⋊D5 #92565
(500, 52)#92566
(500, 53)C2×C52×D5 #92567
(500, 54)C2×C5×C5⋊D5 #92568
(500, 55)C2×C5⋊(C5⋊D5) #92569
(500, 56)C22×C53 #92570

About group order →