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Números Romanos: Entenda Agora!

Os números romanos ou algarismo romanos são usados para representar capítulos em livros, séculos, horas de relógios, nomes de reis, assembleias e muitas outras formas.

Os números romanos foram criados na Roma Antiga e eram utilizados para representar número da Europa.

Para representar os números romanos são usadas sete letras maiúscula do alfabeto latino, como mostra a tabela a seguir:

Número RomanoNomeValor
Iunus1
Vquinque5
Xdecem10
Lquinquaginta50
Ccentum100
Dquingenti500
Mmille1000

Os demais números romanos são formados pela união dessas letras.

Regra Para Representá-los

A partir da tabela acima podemos representar diversos números romanos, para isso devemos seguir as seguintes regras:

Utilizamos a letra I somente antes de V e X;

Exemplo:

  • IV = 4 e IX = 9;

Utilizamos a letra X somente antes de L e C;

Exemplo:

  • XL = 40 e XC = 90;

Utilizamos a letra C somente antes de D e M;

Exemplo:

  • CD = 400 e CM = 900

Agrupamos as letras I, X, C e M, somente por, no máximo, três vezes para formar alguns números;

Exemplo:

  • XX = 20;
  • MMM = 3000;
  • III = 3;
  • CCC = 300.

Representamos números romanos maiores que 4000 com um traço acima das letras, isto significa que o número foi multiplicado por mil.

Exemplo:

números romanos
números romanos
números romanos

Regra para Converter Números Romanos para Inteiros

Agora, caso temos um número romano e queremos convertê-lo para seu respectivo número inteiro, devemos seguir as seguintes regras:

  • Se o algarismo romano é formado por algarismo de menor valor ou igual à frente do de maior valor, devemos somar os valores:
    • Exemplo:
      • XX = 10 + 10 = 20;
      • II = 1 + 1 = 2;
      • VIII = 5 + 3 = 8;
      • CCCLVI = 300 + 50 + 6 = 356;
  • Se o algarismo romano for formado por algarismo de menor valor antes do maior valor, devemos subtraí-los:
    • Exemplo:
      • IV = 5 – 1 = 4;
      • XL = 50 – 10 = 40;
      • CD = 500 – 100 = 400;
  • Algarismos romanos formados por três letras repetidas devem ser somadas:
    • Exemplo:
      • XXX = 10 + 10 + 10 = 30;
      • CCC = 100 + 100 + 100 = 300;
      • MMM = 1000 + 1000 + 1000 = 3000;
      • III = 1 + 1 + 1 = 3;

Números Romanos de 1 a 100

Número RomanoValor
I1
II2
III3
IV4
V5
VI6
VII7
VIII8
IX9
X10
XI11
XII12
XIII13
XIV14
XV15
XVI16
XVII17
XVIII18
XIX19
XX20
XXI21
XXII22
XXIII23
XXIV24
XXV25
XXVI26
XXVII27
XXVIII28
XXIX29
XXX30
XXXI31
XXXII32
XXXIII33
XXXIV34
XXXV35
XXXVI36
XXXVII37
XXXVIII38
XXXIX39
XL40
XLI41
XLII42
XLIII43
XLIV44
XLV45
XLVI46
XLVII47
XLVIII48
XLIX49
L50
LI51
LII52
LIII53
LIV54
LV55
LVI56
LVII57
LVIII58
LIX59
LX60
LXI61
LXII62
LXIII63
LXIV64
LXV65
LXVI66
LXVII67
LXVIII68
LXIX69
LXX70
LXXI71
LXXII72
LXXIII73
LXXIV74
LXXV75
LXXVI76
LXXVII77
LXXVIII78
LXXIX79
LXXX80
LXXXI81
LXXXII82
LXXXIII83
LXXXIV84
LXXXV85
LXXXVI86
LXXXVII87
LXXXVIII88
LXXXIX89
XC90
XCI91
XCII92
XCIII93
XCIV94
XCV95
XCVI96
XCVII97
XCVIII98
XCIX99
C100

Algarismos Romanos de 101 a 500

Número RomanoValor
CI101
CII102
CIII103
CIV104
CV105
CVI106
CVII107
CVIII108
CIX109
CX110
CXI111
CXII112
CXIII113
CXIV114
CXV115
CXVI116
CXVII117
CXVIII118
CXIX119
CXX120
CXXI121
CXXII122
CXXIII123
CXXIV124
CXXV125
CXXVI126
CXXVII127
CXXVIII128
CXXIX129
CXXX130
CXXXI131
CXXXII132
CXXXIII133
CXXXIV134
CXXXV135
CXXXVI136
CXXXVII137
CXXXVIII138
CXXXIX139
CXL140
CXLI141
CXLII142
CXLIII143
CXLIV144
CXLV145
CXLVI146
CXLVII147
CXLVIII148
CXLIX149
CL150
CLI151
CLII152
CLIII153
CLIV154
CLV155
CLVI156
CLVII157
CLVIII158
CLIX159
CLX160
CLXI161
CLXII162
CLXIII163
CLXIV164
CLXV165
CLXVI166
CLXVII167
CLXVIII168
CLXIX169
CLXX170
CLXXI171
CLXXII172
CLXXIII173
CLXXIV174
CLXXV175
CLXXVI176
CLXXVII177
CLXXVIII178
CLXXIX179
CLXXX180
CLXXXI181
CLXXXII 
CLXXXIV184
CLXXXV185
CLXXXVI186
CLXXXVII187
CLXXXVIII188
CLXXXIX189
CXC190
CXCI191
CXCII192
CXCIII193
CXCIV194
CXCV195
CXCVI196
CXCVII197
CXCVIII198
CXCIX199
CC200
CCI201
CCII202
CCIII203
CCIV204
CCV205
CCVI206
CCVII207
CCVIII208
CCIX209
CCX210
CCXI211
CCXII212
CCXIII213
CCXIV214
CCXV215
CCXVI216
CCXVII217
CCXVIII218
CCXIX219
CCXX220
CCXXI221
CCXXII222
CCXXIII223
CCXXIV224
CCXXV225
CCXXVI226
CCXXVII227
CCXXVIII228
CCXXIX229
CCXXX230
CCXXXI231
CCXXXII232
CCXXXIII233
CCXXXIV234
CCXXXV235
CCXXXVI236
CCXXXVII237
CCXXXVIII238
CCXXXIX239
CCXL240
CCXLI241
CCXLII242
CCXLIII243
CCXLIV244
CCXLV245
CCXLVI246
CCXLVII247
CCXLVIII248
CCXLIX249
CCL250
CCLI251
CCLII252
CCLIII253
CCLIV254
CCLV255
CCLVI256
CCLVII257
CCLVIII258
CCLIX259
CCLX260
CCLXI261
CCLXII262
CCLXIII263
CCLXIV264
CCLXV265
CCLXVI266
CCLXVII267
CCLXVIII268
CCLXIX269
CCLXX270
CCLXXI271
CCLXXII272
CCLXXIII273
CCLXXIV274
CCLXXV275
CCLXXVI276
CCLXXVII277
CCLXXVIII278
CCLXXIX279
CCLXXX280
CCLXXXI281
CCLXXXII282
CCLXXXIII283
CCLXXXIV284
CCLXXXV285
CCLXXXVI286
CCLXXXVII287
CCLXXXVIII288
CCLXXXIX289
CCXC290
CCXCI291
CCXCII292
CCXCIII293
CCXCIV294
CCXCV295
CCXCVI296
CCXCVII297
CCXCVIII298
CCXCIX299
CCC300
CCCI301
CCCII302
CCCIII303
CCCIV304
CCCV305
CCCVI306
CCCVII307
CCCVIII308
CCCIX309
CCCX310
CCCXI311
CCCXII312
CCCXIII313
CCCXIV314
CCCXV315
CCCXVI316
CCCXVII317
CCCXVIII318
CCCXIX319
CCCXX320
CCCXXI321
CCCXXII322
CCCXXIII323
CCCXXIV324
CCCXXV325
CCCXXVI326
CCCXXVII327
CCCXXVIII328
CCCXXIX< /td>329
CCCXXX330
CCCXXXI331
CCCXXXII332
CCCXXXIII333
CCCXXXIV334
CCCXXXV335
CCCXXXVI336
CCCXXXVII337
CCCXXXVIII338
CCCXXXIX339
CCCXL340
CCCXLI341
CCCXLII342
CCCXLIII343
CCCXLIV344
CCCXLV345
CCCXLVI346
CCCXLVII347
CCCXLVIII348
CCCXLIX349
CCCL350
CCCLI351
CCCLII352
CCCLIII353
CCCLIV354
CCCLV355
CCCLVI356
CCCLVII357
CCCLVIII358
CCCLIX359
CCCLX360
CCCLXI361
CCCLXII362
CCCLXIII363
CCCLXIV364
CCCLXV365
CCCLXVI366
CCCLXVII367
CCCLXVIII368
CCCLXIX369
CCCLXX370
CCCLXXI371
CCCLXXII372
CCCLXXIII373
CCCLXXIV374
CCCLXXV375
CCCLXXVI376
CCCLXXVII377
CCCLXXVIII378
CCCLXXIX379
CCCLXXX380
CCCLXXXI381
CCCLXXXII382
CCCLXXXIII383
CCCLXXXIV384
CCCLXXXV385
CCCLXXXVI386
CCCLXXXVII387
CCCLXXXVIII388
CCCLXXXIX389
CCCXC390
CCCXCI391
CCCXCII392
CCCXCIII393
CCCXCIV394
CCCXCV395
CCCXCVI396
CCCXCVII397
CCCXCVIII398
CCCXCIX399
CD400
CDI401
CDII402
CDIII403
CDIV404
CDV405
CDVI406
CDVII407
CDVIII408
CDIX409
CDX410
CDXI411
CDXII412
CDXIII413
CDXIV414
CDXV415
CDXVI416
CDXVII417
CDXVIII418
CDXIX419
CDXX420
CDXXI421
CDXXII422
CDXXIII423
CDXXIV424
CDXXV425
CDXXVI426
CDXXVII427
CDXXVIII428
CDXXIX429
CDXXX430
CDXXXI431
CDXXXII432
CDXXXIII433
CDXXXIV434
CDXXXV435
CDXXXVI436
CDXXXVII437
CDXXXVIII438
CDXXXIX439
CDXL440
CDXLI441
CDXLII442
CDXLIII443
CDXLIV444
CDXLV445
CDXLVI446
CDXLVII447
CDXLVIII448
CDXLIX449
CDL450
CDLI451
CDLII452
CDLIII453
CDLIV454
CDLV455
CDLVI456
CDLVII457
CDLVIII458
CDLIX459
CDLX460
CDLXI461
CDLXII462
CDLXIII463
CDLXIV464
CDLXV465
CDLXVI466
CDLXVII467
CDLXVIII468
CDLXIX469
CDLXX470
CDLXXI471
CDLXXII472
CDLXXIII473
CDLXXIV474
CDLXXV475
CDLXXVI476
CDLXXVII477
CDLXXVIII478
CDLXXIX479
CDLXXX480
CDLXXXI481
CDLXXXII482
CDLXXXIII483
CDLXXXIV484
CDLXXXV485
CDLXXXVI486
CDLXXXVII487
CDLXXXVIII488
CDLXXXIX489
CDXC490
CDXCI491
CDXCII492
CDXCIII493
CDXCIV494
CDXCV495
CDXCVI496
CDXCVII497
CDXCVIII498
CDXCIX499
D500

Números Romanos de 501 a 1000

Número RomanoValor
DI501
DII502
DIII503
DIV504
DV505
DVI506
DVII507
DVIII508
DIX509
DX510
DXI511
DXII512
DXIII513
DXIV514
DXV515
DXVI516
DXVII517
DXVIII518
DXIX519
DXX520
DXXI521
DXXII522
DXXIII523
DXXIV524
DXXV525
DXXVI526
DXXVII527
DXXVIII528
DXXIX529
DXXX530
DXXXI531
DXXXII532
DXXXIII533
DXXXIV534
DXXXV535
DXXXVI536
DXXXVII537
DXXXVIII538
DXXXIX539
DXL540
DXLI541
DXLII542
DXLIII543
DXLIV544
DXLV545
DXLVI546
DXLVII547
DXLVIII548
DXLIX549
DL550
DLI551
DLII552
DLIII553
DLIV554
DLV555
DLVI556
DLVII557
DLVIII558
DLIX559
DLX560
DLXI561
DLXII562
DLXIII563
DLXIV564
DLXV565
DLXVI566
DLXVII567
DLXVIII568
DLXIX569
DLXX570
DLXXI571
DLXXII572
DLXXIII573
DLXXIV574
DLXXV575
DLXXVI576
DLXXVII577
DLXXVIII578
DLXXIX579
DLXXX580
DLXXXI581
DLXXXII582
DLXXXIII583
DLXXXIV584
DLXXXV585
DLXXXVI586
DLXXXVII587
DLXXXVIII588
DLXXXIX589
DXC590
DXCI591
DXCII592
DXCIII593
DXCIV594
DXCV595
DXCVI596
DXCVII597
DXCVIII598
DXCIX599
DC600
DCI601
DCII602
DCIII603
DCIV604
DCV605
DCVI606
DCVII607
DCVIII608
DCIX609
DCX610
DCXI611
DCXII612
DCXIII613
DCXIV614
DCXV615
DCXVI616
DCXVII617
DCXVIII618
DCXIX619
DCXX620
DCXXI621
DCXXII622
DCXXIII623
DCXXIV624
DCXXV625
DCXXVI626
DCXXVII627
DCXXVIII628
DCXXIX629
DCXXX630
DCXXXI631
DCXXXII632
DCXXXIII633
DCXXXIV634
DCXXXV635
DCXXXVI636
DCXXXVII637
DCXXXVIII638
DCXXXIX639
DCXL640
DCXLI641
DCXLII642
DCXLIII643
DCXLIV644
DCXLV645
DCXLVI646
DCXLVII647
DCXLVIII648
DCXLIX649
DCL650
DCLI651
DCLII652
DCLIII653
DCLIV654
DCLV655
DCLVI656
DCLVII657
DCLVIII658
DCLIX659
DCLX660
DCLXI661
DCLXII662
DCLXIII663
DCLXIV664
DCLXV665
DCLXVI666
DCLXVII667
DCLXVIII668
DCLXIX669
DCLXX670
DCLXXI671
DCLXXII672
DCLXXIII673
DCLXXIV674
DCLXXV675
DCLXXVI676
DCLXXVII677
DCLXXVIII678
DCLXXIX679
DCLXXX680
DCLXXXI681
DCLXXXII682
DCLXXXIII683
DCLXXXIV684
DCLXXXV685
DCLXXXVI686
DCLXXXVII687
DCLXXXVIII688
DCLXXXIX689
DCXC690
DCXCI691
DCXCII692
DCXCIII693
DCXCIV694
DCXCV695
DCXCVI696
DCXCVII697
DCXCVIII698
DCXCIX699
DCC700
DCCI701
DCCII702
DCCIII703
DCCIV704
DCCV705
DCCVI706
DCCVII707
DCCVIII708
DCCIX709
DCCX710
DCCXI711
DCCXII712
DCCXIII713
DCCXIV714
DCCXV715
DCCXVI716
DCCXVII717
DCCXVIII718
DCCXIX719
DCCXX720
DCCXXI721
DCCXXII722
DCCXXIII723
DCCXXIV724
DCCXXV725
DCCXXVI726
DCCXXVII727
DCCXXVIII728
DCCXXIX729
DCCXXX730
DCCXXXI731
DCCXXXII732
DCCXXXIII733
DCCXXXIV734
DCCXXXV735
DCCXXXVI736
DCCXXXVII737
DCCXXXVIII738
DCCXXXIX739
DCCXL740
DCCXLI741
DCCXLII742
DCCXLIII743
DCCXLIV744
DCCXLV745
DCCXLVI746
DCCXLVII747
DCCXLVIII748
DCCXLIX749
DCCL750
DCCLI751
DCCLII752
DCCLIII753
DCCLIV754
DCCLV755
DCCLVI756
DCCLVII757
DCCLVIII758
DCCLIX759
DCCLX760
DCCLXI761
DCCLXII762
DCCLXIII763
DCCLXIV764
DCCLXV765
DCCLXVI766
DCCLXVII767
DCCLXVIII768
DCCLXIX769
DCCLXX770
DCCLXXI771
DCCLXXII772
DCCLXXIII773
DCCLXXIV774
DCCLXXV775
DCCLXXVI776
DCCLXXVII777
DCCLXXVIII778
DCCLXXIX779
DCCLXXX780
DCCLXXXI781
DCCLXXXII782
DCCLXXXIII783
DCCLXXXIV784
DCCLXXXV785
DCCLXXXVI786
DCCLXXXVII787
DCCLXXXVIII788
DCCLXXXIX789
DCCXC790
DCCXCI791
DCCXCII792
DCCXCIII793
DCCXCIV794
DCCXCV795
DCCXCVI796
DCCXCVII797
DCCXCVIII798
DCCXCIX799
DCCC800
DCCCI801
DCCCII802
DCCCIII803
DCCCIV804
DCCCV805
DCCCVI806
DCCCVII807
DCCCVIII808
DCCCIX809
DCCCX810
DCCCXI811
DCCCXII812
DCCCXIII813
DCCCXIV814
DCCCXV815
DCCCXVI816
DCCCXVII817
DCCCXVIII818
DCCCXIX819
DCCCXX820
DCCCXXI821
DCCCXXII822
DCCCXXIII823
DCCCXXIV824
DCCCXXV825
DCCCXXVI826
DCCCXXVII827
DCCCXXVIII828
DCCCXXIX829
DCCCXXX830
DCCCXXXI831
DCCCXXXII832
DCCCXXXIII833
DCCCXXXIV834
DCCCXXXV835
DCCCXXXVI836
DCCCXXXVII837
DCCCXXXVIII838
DCCCXXXIX839
DCCCXL840
DCCCXLI841
DCCCXLII842
DCCCXLIII843
DCCCXLIV844
DCCCXLV845
DCCCXLVI846
DCCCXLVII847
DCCCXLVIII848
DCCCXLIX849
DCCCL850
DCCCLI851
DCCCLII852
DCCCLIII853
DCCCLIV854
DCCCLV855
DCCCLVI856
DCCCLVII857
DCCCLVIII858
DCCCLIX859
DCCCLX860
DCCCLXI861
DCCCLXII862
DCCCLXIII863
DCCCLXIV864
DCCCLXV865
DCCCLXVI866
DCCCLXVII867
DCCCLXVIII868
DCCCLXIX869
DCCCLXX870
DCCCLXXI871
DCCCLXXII872
DCCCLXXIII873
DCCCLXXIV874
DCCCLXXV875
DCCCLXXVI876
DCCCLXXVII877
DCCCLXXVIII878
DCCCLXXIX879
DCCCLXXX880
DCCCLXXXI881
DCCCLXXXII882
DCCCLXXXIII883
DCCCLXXXIV884
DCCCLXXXV885
DCCCLXXXVI886
DCCCLXXXVII887
DCCCLXXXVIII888
DCCCLXXXIX889
DCCCXC890
DCCCXCI891
DCCCXCII892
DCCCXCIII893
DCCCXCIV894
DCCCXCV895
DCCCXCVI896
DCCCXCVII897
DCCCXCVIII898
DCCCXCIX899
CM900
CMI901
CMII902
CMIII903
CMIV904
CMV905
CMVI906
CMVII907
CMVIII908
CMIX909
CMX910
CMXI911
CMXII912
CMXIII913
CMXIV914
CMXV915
CMXVI916
CMXVII917
CMXVIII918
CMXIX919
CMXX920
CMXXI921
CMXXII922
CMXXIII923
CMXXIV924
CMXXV925
CMXXVI926
CMXXVII927
CMXXVIII928
CMXXIX929
CMXXX930
CMXXXI931
CMXXXII932
CMXXXIII933
CMXXXIV934
CMXXXV935
CMXXXVI936
CMXXXVII937
CMXXXVIII938
CMXXXIX939
CMXL940
CMXLI941
CMXLII942
CMXLIII943
CMXLIV944
CMXLV945
CMXLVI946
CMXLVII947
C MXLVIII948
CMXLIX949
CML950
CMLI951
CMLII952
CMLIII953
CMLIV954
CMLV955
CMLVI956
CMLVII957
CMLVIII958
CMLIX959
CMLX960
CMLXI961
CMLXII962
CMLXIII963
CMLXIV964
CMLXV965
CMLXVI966
CMLXVII967
CMLXVIII968
CMLXIX969
CMLXX970
CMLXXI971
CMLXXII972
CMLXXIII973
CMLXXIV974
CMLXXV975
CMLXXVI976
CMLXXVII977
CMLXXVIII978
CMLXXIX979
CMLXXX980
CMLXXXI981
CMLXXXII982
CMLXXXIII983
CMLXXXIV984
CMLXXXV985
CMLXXXVI986
CMLXXXVII987
CMLXXXVIII988
CMLXXXIX989
CMXC990
CMXCI991
CMXCII992
CMXCIII993
CMXCIV994
CMXCV995
CMXCVI996
CMXCVII997
CMXCVIII998
CMXCIX999
M1000

Exercícios

Veja os exercícios no link a seguir:

  • Exercícios com números romanos

Sobre Jean Carlos Novaes

Formado pela UFBA - Salvador - Bahia (2017), atua na área de educação online (Ensino Fundamental II e Médio) desde 2015.

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