Finite Group Databasebeta

Groups of order 432

775 groups of order 432.

SmallGroupsgroup
(432, 1)C27⋊C16 #88354
(432, 2)C16×C27 #88355
(432, 3)C42⋊C27 #88356
(432, 4)Dic108 #88357
(432, 5)C8×D27 #88358
(432, 6)#88359
(432, 7)#88360
(432, 8)D216 #88361
(432, 9)C2×C27⋊C8 #88362
(432, 10)#88363
(432, 11)C4×Dic27 #88364
(432, 12)Dic27⋊C4 #88365
(432, 13)C4⋊Dic27 #88366
(432, 14)(C2×D27)⋊C4 #88367
(432, 15)#88368
(432, 16)#88369
(432, 17)#88370
(432, 18)#88371
(432, 19)#88372
(432, 20)C42×C27 #88373
(432, 21)C22⋊C4×C27 #88374
(432, 22)C4⋊C4×C27 #88375
(432, 23)C2×C8×C27 #88376
(432, 24)M16×C27 #88377
(432, 25)D8×C27 #88378
(432, 26)SD16×C27 #88379
(432, 27)Q16×C27 #88380
(432, 28)C3×C9⋊C16 #88381
(432, 29)C9×C3⋊C16 #88382
(432, 30)(C3⋊(C3⋊C16))⋊C3 #88383
(432, 31)3−1+2⋊C16 #88384
(432, 32)C3⋊(C9⋊C16) #88385
(432, 33)#88386
(432, 34)C3×C9×C16 #88387
(432, 35)C16×H(3,𝔽3) #88388
(432, 36)C16×3−1+2 #88389
(432, 37)#88390
(432, 38)#88391
(432, 39)(C22⋊C27)⋊C4 #88392
(432, 40)C4×C22⋊C27 #88393
(432, 41)C2×Q8⋊C27 #88394
(432, 42)#41⋊C27 #88395
(432, 43)C2×Dic54 #88396
(432, 44)C2×C4×D27 #88397
(432, 45)C2×D108 #88398
(432, 46)#88399
(432, 47)D4×D27 #88400
(432, 48)#88401
(432, 49)Q8×D27 #88402
(432, 50)#88403
(432, 51)C22×Dic27 #88404
(432, 52)C2×#6171 #88405
(432, 53)C22×C4×C27 #88406
(432, 54)C2×D4×C27 #88407
(432, 55)C2×Q8×C27 #88408
(432, 56)#41×C27 #88409
(432, 57)#88410
(432, 58)D9×C3⋊C8 #88411
(432, 59)(C3⋊D9)⋊C8 #88412
(432, 60)#88413
(432, 61)#88414
(432, 62)#88415
(432, 63)#88416
(432, 64)#88417
(432, 65)#88418
(432, 66)D3×C9⋊C8 #88419
(432, 67)#88420
(432, 68)#88421
(432, 69)#88422
(432, 70)#88423
(432, 71)#88424
(432, 72)#88425
(432, 73)#88426
(432, 74)#88427
(432, 75)#88428
(432, 76)((C3⋊D3)⋊C3)⋊C8 #88429
(432, 77)#88430
(432, 78)#88431
(432, 79)#88432
(432, 80)#88433
(432, 81)#88434
(432, 82)#88435
(432, 83)#88436
(432, 84)#88437
(432, 85)#88438
(432, 86)#88439
(432, 87)Dic3×Dic9 #88440
(432, 88)Dic9⋊Dic3 #88441
(432, 89)#88442
(432, 90)Dic3⋊Dic9 #88443
(432, 91)(C2×D9)⋊Dic3 #88444
(432, 92)#88445
(432, 93)(C2×D3)⋊Dic9 #88446
(432, 94)#88447
(432, 95)#88448
(432, 96)#88449
(432, 97)#88450
(432, 98)#88451
(432, 99)C9×C42⋊C3 #88452
(432, 100)C9⋊(C42⋊C3) #88453
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