Solving system of linear equations



The equation has the following integer solutions:
b=s-1

The number of solutions found is too large - showing the first 500
b1=-8, s1=-7
b2=-7, s2=-6
b3=-6, s3=-5
b4=-5, s4=-4
b5=-4, s5=-3
b6=-3, s6=-2
b7=-2, s7=-1
b8=-1, s8=0
b9=0, s9=1
b10=1, s10=2
b11=2, s11=3
b12=3, s12=4
b13=4, s13=5
b14=5, s14=6
b15=6, s15=7
b16=7, s16=8
b17=8, s17=9
b18=9, s18=10
b19=10, s19=11
b20=11, s20=12
b21=12, s21=13
b22=13, s22=14
b23=14, s23=15
b24=15, s24=16
b25=16, s25=17
b26=17, s26=18
b27=18, s27=19
b28=19, s28=20
b29=20, s29=21
b30=21, s30=22
b31=22, s31=23
b32=23, s32=24
b33=24, s33=25
b34=25, s34=26
b35=26, s35=27
b36=27, s36=28
b37=28, s37=29
b38=29, s38=30
b39=30, s39=31
b40=31, s40=32
b41=32, s41=33
b42=33, s42=34
b43=34, s43=35
b44=35, s44=36
b45=36, s45=37
b46=37, s46=38
b47=38, s47=39
b48=39, s48=40
b49=40, s49=41
b50=41, s50=42
b51=42, s51=43
b52=43, s52=44
b53=44, s53=45
b54=45, s54=46
b55=46, s55=47
b56=47, s56=48
b57=48, s57=49
b58=49, s58=50
b59=50, s59=51
b60=51, s60=52
b61=52, s61=53
b62=53, s62=54
b63=54, s63=55
b64=55, s64=56
b65=56, s65=57
b66=57, s66=58
b67=58, s67=59
b68=59, s68=60
b69=60, s69=61
b70=61, s70=62
b71=62, s71=63
b72=63, s72=64
b73=64, s73=65
b74=65, s74=66
b75=66, s75=67
b76=67, s76=68
b77=68, s77=69
b78=69, s78=70
b79=70, s79=71
b80=71, s80=72
b81=72, s81=73
b82=73, s82=74
b83=74, s83=75
b84=75, s84=76
b85=76, s85=77
b86=77, s86=78
b87=78, s87=79
b88=79, s88=80
b89=80, s89=81
b90=81, s90=82
b91=82, s91=83
b92=83, s92=84
b93=84, s93=85
b94=85, s94=86
b95=86, s95=87
b96=87, s96=88
b97=88, s97=89
b98=89, s98=90
b99=90, s99=91
b100=91, s100=92
b101=92, s101=93
b102=93, s102=94
b103=94, s103=95
b104=95, s104=96
b105=96, s105=97
b106=97, s106=98
b107=98, s107=99
b108=99, s108=100
b109=100, s109=101
b110=101, s110=102
b111=102, s111=103
b112=103, s112=104
b113=104, s113=105
b114=105, s114=106
b115=106, s115=107
b116=107, s116=108
b117=108, s117=109
b118=109, s118=110
b119=110, s119=111
b120=111, s120=112
b121=112, s121=113
b122=113, s122=114
b123=114, s123=115
b124=115, s124=116
b125=116, s125=117
b126=117, s126=118
b127=118, s127=119
b128=119, s128=120
b129=120, s129=121
b130=121, s130=122
b131=122, s131=123
b132=123, s132=124
b133=124, s133=125
b134=125, s134=126
b135=126, s135=127
b136=127, s136=128
b137=128, s137=129
b138=129, s138=130
b139=130, s139=131
b140=131, s140=132
b141=132, s141=133
b142=133, s142=134
b143=134, s143=135
b144=135, s144=136
b145=136, s145=137
b146=137, s146=138
b147=138, s147=139
b148=139, s148=140
b149=140, s149=141
b150=141, s150=142
b151=142, s151=143
b152=143, s152=144
b153=144, s153=145
b154=145, s154=146
b155=146, s155=147
b156=147, s156=148
b157=148, s157=149
b158=149, s158=150
b159=150, s159=151
b160=151, s160=152
b161=152, s161=153
b162=153, s162=154
b163=154, s163=155
b164=155, s164=156
b165=156, s165=157
b166=157, s166=158
b167=158, s167=159
b168=159, s168=160
b169=160, s169=161
b170=161, s170=162
b171=162, s171=163
b172=163, s172=164
b173=164, s173=165
b174=165, s174=166
b175=166, s175=167
b176=167, s176=168
b177=168, s177=169
b178=169, s178=170
b179=170, s179=171
b180=171, s180=172
b181=172, s181=173
b182=173, s182=174
b183=174, s183=175
b184=175, s184=176
b185=176, s185=177
b186=177, s186=178
b187=178, s187=179
b188=179, s188=180
b189=180, s189=181
b190=181, s190=182
b191=182, s191=183
b192=183, s192=184
b193=184, s193=185
b194=185, s194=186
b195=186, s195=187
b196=187, s196=188
b197=188, s197=189
b198=189, s198=190
b199=190, s199=191
b200=191, s200=192
b201=192, s201=193
b202=193, s202=194
b203=194, s203=195
b204=195, s204=196
b205=196, s205=197
b206=197, s206=198
b207=198, s207=199
b208=199, s208=200
b209=200, s209=201
b210=201, s210=202
b211=202, s211=203
b212=203, s212=204
b213=204, s213=205
b214=205, s214=206
b215=206, s215=207
b216=207, s216=208
b217=208, s217=209
b218=209, s218=210
b219=210, s219=211
b220=211, s220=212
b221=212, s221=213
b222=213, s222=214
b223=214, s223=215
b224=215, s224=216
b225=216, s225=217
b226=217, s226=218
b227=218, s227=219
b228=219, s228=220
b229=220, s229=221
b230=221, s230=222
b231=222, s231=223
b232=223, s232=224
b233=224, s233=225
b234=225, s234=226
b235=226, s235=227
b236=227, s236=228
b237=228, s237=229
b238=229, s238=230
b239=230, s239=231
b240=231, s240=232
b241=232, s241=233
b242=233, s242=234
b243=234, s243=235
b244=235, s244=236
b245=236, s245=237
b246=237, s246=238
b247=238, s247=239
b248=239, s248=240
b249=240, s249=241
b250=241, s250=242
b251=242, s251=243
b252=243, s252=244
b253=244, s253=245
b254=245, s254=246
b255=246, s255=247
b256=247, s256=248
b257=248, s257=249
b258=249, s258=250
b259=250, s259=251
b260=251, s260=252
b261=252, s261=253
b262=253, s262=254
b263=254, s263=255
b264=255, s264=256
b265=256, s265=257
b266=257, s266=258
b267=258, s267=259
b268=259, s268=260
b269=260, s269=261
b270=261, s270=262
b271=262, s271=263
b272=263, s272=264
b273=264, s273=265
b274=265, s274=266
b275=266, s275=267
b276=267, s276=268
b277=268, s277=269
b278=269, s278=270
b279=270, s279=271
b280=271, s280=272
b281=272, s281=273
b282=273, s282=274
b283=274, s283=275
b284=275, s284=276
b285=276, s285=277
b286=277, s286=278
b287=278, s287=279
b288=279, s288=280
b289=280, s289=281
b290=281, s290=282
b291=282, s291=283
b292=283, s292=284
b293=284, s293=285
b294=285, s294=286
b295=286, s295=287
b296=287, s296=288
b297=288, s297=289
b298=289, s298=290
b299=290, s299=291
b300=291, s300=292
b301=292, s301=293
b302=293, s302=294
b303=294, s303=295
b304=295, s304=296
b305=296, s305=297
b306=297, s306=298
b307=298, s307=299
b308=299, s308=300
b309=300, s309=301
b310=301, s310=302
b311=302, s311=303
b312=303, s312=304
b313=304, s313=305
b314=305, s314=306
b315=306, s315=307
b316=307, s316=308
b317=308, s317=309
b318=309, s318=310
b319=310, s319=311
b320=311, s320=312
b321=312, s321=313
b322=313, s322=314
b323=314, s323=315
b324=315, s324=316
b325=316, s325=317
b326=317, s326=318
b327=318, s327=319
b328=319, s328=320
b329=320, s329=321
b330=321, s330=322
b331=322, s331=323
b332=323, s332=324
b333=324, s333=325
b334=325, s334=326
b335=326, s335=327
b336=327, s336=328
b337=328, s337=329
b338=329, s338=330
b339=330, s339=331
b340=331, s340=332
b341=332, s341=333
b342=333, s342=334
b343=334, s343=335
b344=335, s344=336
b345=336, s345=337
b346=337, s346=338
b347=338, s347=339
b348=339, s348=340
b349=340, s349=341
b350=341, s350=342
b351=342, s351=343
b352=343, s352=344
b353=344, s353=345
b354=345, s354=346
b355=346, s355=347
b356=347, s356=348
b357=348, s357=349
b358=349, s358=350
b359=350, s359=351
b360=351, s360=352
b361=352, s361=353
b362=353, s362=354
b363=354, s363=355
b364=355, s364=356
b365=356, s365=357
b366=357, s366=358
b367=358, s367=359
b368=359, s368=360
b369=360, s369=361
b370=361, s370=362
b371=362, s371=363
b372=363, s372=364
b373=364, s373=365
b374=365, s374=366
b375=366, s375=367
b376=367, s376=368
b377=368, s377=369
b378=369, s378=370
b379=370, s379=371
b380=371, s380=372
b381=372, s381=373
b382=373, s382=374
b383=374, s383=375
b384=375, s384=376
b385=376, s385=377
b386=377, s386=378
b387=378, s387=379
b388=379, s388=380
b389=380, s389=381
b390=381, s390=382
b391=382, s391=383
b392=383, s392=384
b393=384, s393=385
b394=385, s394=386
b395=386, s395=387
b396=387, s396=388
b397=388, s397=389
b398=389, s398=390
b399=390, s399=391
b400=391, s400=392
b401=392, s401=393
b402=393, s402=394
b403=394, s403=395
b404=395, s404=396
b405=396, s405=397
b406=397, s406=398
b407=398, s407=399
b408=399, s408=400
b409=400, s409=401
b410=401, s410=402
b411=402, s411=403
b412=403, s412=404
b413=404, s413=405
b414=405, s414=406
b415=406, s415=407
b416=407, s416=408
b417=408, s417=409
b418=409, s418=410
b419=410, s419=411
b420=411, s420=412
b421=412, s421=413
b422=413, s422=414
b423=414, s423=415
b424=415, s424=416
b425=416, s425=417
b426=417, s426=418
b427=418, s427=419
b428=419, s428=420
b429=420, s429=421
b430=421, s430=422
b431=422, s431=423
b432=423, s432=424
b433=424, s433=425
b434=425, s434=426
b435=426, s435=427
b436=427, s436=428
b437=428, s437=429
b438=429, s438=430
b439=430, s439=431
b440=431, s440=432
b441=432, s441=433
b442=433, s442=434
b443=434, s443=435
b444=435, s444=436
b445=436, s445=437
b446=437, s446=438
b447=438, s447=439
b448=439, s448=440
b449=440, s449=441
b450=441, s450=442
b451=442, s451=443
b452=443, s452=444
b453=444, s453=445
b454=445, s454=446
b455=446, s455=447
b456=447, s456=448
b457=448, s457=449
b458=449, s458=450
b459=450, s459=451
b460=451, s460=452
b461=452, s461=453
b462=453, s462=454
b463=454, s463=455
b464=455, s464=456
b465=456, s465=457
b466=457, s466=458
b467=458, s467=459
b468=459, s468=460
b469=460, s469=461
b470=461, s470=462
b471=462, s471=463
b472=463, s472=464
b473=464, s473=465
b474=465, s474=466
b475=466, s475=467
b476=467, s476=468
b477=468, s477=469
b478=469, s478=470
b479=470, s479=471
b480=471, s480=472
b481=472, s481=473
b482=473, s482=474
b483=474, s483=475
b484=475, s484=476
b485=476, s485=477
b486=477, s486=478
b487=478, s487=479
b488=479, s488=480
b489=480, s489=481
b490=481, s490=482
b491=482, s491=483
b492=483, s492=484
b493=484, s493=485
b494=485, s494=486
b495=486, s495=487
b496=487, s496=488
b497=488, s497=489
b498=489, s498=490
b499=490, s499=491
b500=491, s500=492

Write each equation on a new line or separate it by a semicolon. The online calculator solves a system of linear equations (with 1,2,...,n unknowns), quadratic equation with one unknown variable, cubic equation with one unknown variable, and finally, any other equation with one variable. Even if an exact solution does not exist, it calculates a numerical approximation of roots.

Examples:

a+b = 12
a-3b = a-b+43
x+y+z=100
3x-6y+2z=50
y-3z+x=(44-22)x+45
(x+4)(x-3)+34x+6x^2 = 256
(x+4)+34x+x^2-x^3 = -32
ln x = 1.2-x
sin x = cos(x-pi/3)+x
sin x = x^3+2x+x-1
sin x = 0.5
(cos x)^2 = tan(x-pi/3)
x^5+x^4 = -23+sin x
|log x|=2
|ln x+1|=x/10
|ln x+1|=ln x^2
1/(x+2)=1/x+4
sqrt(x^4+x^2+2)=22

Our mission:

Provide simple, fast, and reliable mathematical service for solving any equation(s).

More info:

Unknowns (variables) write as one character a-z, i.e., a, b, x, y, z. No matter whether you want to solve an equation with a single unknown, a system of two equations of two unknowns, the system of three equations and three unknowns, or a linear system with twenty unknowns. The number of equations and the number of unknowns should be equal, and the equation should be linear (and linear independent). Then you can be expected that the equations have one solution.
It is not necessary to write equations in the basic form. The calculator quickly performs equivalent operations on the given linear system.