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- 8717 x^{2} + 18227247 x + 571111793409 = -195
x \in \left\{-7116, 9207\right\}
Solve for x: -8717 times x squared plus 18227247 times x plus 571111793409 equals -195.
\cos{\left(x - 2843 \right)} - 4682 = -4682
x \in \left\{2 n \pi - \frac{1809 \pi}{2} + 2843\; \middle|\; n \in \mathbb{Z}\right\} \cup \left\{2 n \pi - \frac{1807 \pi}{2} + 2843\; \middle|\; n \in \mathbb{Z}\right\}
Solve for x: cosine of x minus 2843 minus 4682 equals -4682.
\left(9475 - 4206 x\right)^{2} - 5145 = 4127944
x \in \left\{\frac{3721}{2103}, \frac{1918}{701}\right\}
Solve for x: 9475 minus 4206 times x squared minus 5145 equals 4127944.
7139 x - 4579 = -7183
x \in \left\{- \frac{2604}{7139}\right\}
Solve for x: 7139 times x minus 4579 equals -7183.
6232 x^{2} - 59322408 x + 140620939213 = 9725
x \in \left\{4462, 5057\right\}
Solve for x: 6232 times x squared minus 59322408 times x plus 140620939213 equals 9725.
- 4060 x^{2} - 10170300 x + 56480837432 = 9392
x \in \left\{-5187, 2682\right\}
Solve for x: -4060 times x squared minus 10170300 times x plus 56480837432 equals 9392.
\sqrt{509 x - 7105} - 93 = 5893
x \in \left\{\frac{35839301}{509}\right\}
Solve for x: 509 times x minus 7105 to the power of 1 over 2 minus 93 equals 5893.
e^{6206 x + 9292} - 144 = 417
x \in \left\{- \frac{4646}{3103} + \frac{\log{\left(561 \right)}}{6206}\right\}
Solve for x: exponential of 6206 times x plus 9292 minus 144 equals 417.
\log{\left(915 - 9549 x \right)} + 1299 = \log{\left(2734 \right)} + 1299
x \in \left\{- \frac{1819}{9549}\right\}
Solve for x: logarithm of 915 minus 9549 times x plus 1299 equals logarithm of 2734 plus 1299.
3852 x^{5} - 15354072 x^{4} - 295205758668 x^{3} + 409593432737016 x^{2} + 5495458966901184096 x + 7230564243538955288965 = -6011
x \in \left\{-6324, -2856, -1898, 6127, 8937\right\}
Solve for x: 3852 times x to the power of 5 minus 15354072 times x to the power of 4 minus 295205758668 times x cubed plus 409593432737016 times x squared plus 5495458966901184096 times x plus 7230564243538955288965 equals -6011.
2418 x - 220 = -1417
x \in \left\{- \frac{399}{806}\right\}
Solve for x: 2418 times x minus 220 equals -1417.
5^{6093 x + 5248} + 6334 = 37642733332234162752475646669015018273756621519659915320894120749577792558277169609296499324769810151752827834538473633883774338887487692660945679019276951559814011238759460718881216602747215744504500427935598145538235649725928769425891339853254667997449169471521223573740767815638185085085181...
x \in \left\{- \frac{370}{6093}\right\}
Solve for x: 5 to the power of 6093 times x plus 5248 plus 6334 equals 376427333322341627524756466690150182737566215196599153208941207495777925582771696092964993247698101517528278345384736338837743388874876926609456790192769515598140112387594607188812166027472157445045004279355981455382356497259287694258913398532546679...
8711 x - 13631 = -6042
x \in \left\{\frac{7589}{8711}\right\}
Solve for x: 8711 times x minus 13631 equals -6042.
e^{- 3908 x - 860} - 1645 = 1311
x \in \left\{- \frac{215}{977} - \frac{\log{\left(2956 \right)}}{3908}\right\}
Solve for x: exponential of -3908 times x minus 860 minus 1645 equals 1311.
\cos{\left(x - 8496 \right)} + 9368 = 9369
x \in \left\{2 n \pi - 2704 \pi + 8496\; \middle|\; n \in \mathbb{Z}\right\}
Solve for x: cosine of x minus 8496 plus 9368 equals 9369.
\sqrt{7860 - 1474 x} + 9512 = 14371
x \in \left\{- \frac{23602021}{1474}\right\}
Solve for x: 7860 minus 1474 times x to the power of 1 over 2 plus 9512 equals 14371.
2^{- 3677 x - 9943} + 4988 = 292795473166147757479060010855928601286285066733916593075046782876588348227845661209776508411263538932569149747826470126790772711715356404911346359845366297855734592310976347186799958041171423942024777184658807197137479092045597468148158045145145428473893318451962607098346948922029420759451...
x \in \left\{- \frac{18163}{3677}\right\}
Solve for x: 2 to the power of -3677 times x minus 9943 plus 4988 equals 2927954731661477574790600108559286012862850667339165930750467828765883482278456612097765084112635389325691497478264701267907727117153564049113463598453662978557345923109763471867999580411714239420247771846588071971374790920455974681481580451451454...
\log{\left(556 x - 8720 \right)} - 7987 = -14941
x \in \left\{\frac{1}{556 e^{6954}} + \frac{2180}{139}\right\}
Solve for x: logarithm of 556 times x minus 8720 minus 7987 equals -14941.
\sin{\left(3 x + 2823 \right)} + 4117 = 4118
x \in \left\{\frac{2 n \pi}{3} - 941 + \frac{1801 \pi}{6}\; \middle|\; n \in \mathbb{Z}\right\}
Solve for x: sine of 3 times x plus 2823 plus 4117 equals 4118.
\log{\left(- 9090 x - 508 \right)} + 3902 = 2117
x \in \left\{- \frac{254}{4545} - \frac{1}{9090 e^{1785}}\right\}
Solve for x: logarithm of -9090 times x minus 508 plus 3902 equals 2117.
- 51 x^{5} - 814980 x^{4} - 1781470749 x^{3} + 20883679563000 x^{2} + 63826812629372700 x - 71175086113235027603 = -5603
x \in \left\{-8685, -7991, -4860, 886, 4670\right\}
Solve for x: -51 times x to the power of 5 minus 814980 times x to the power of 4 minus 1781470749 times x cubed plus 20883679563000 times x squared plus 63826812629372700 times x minus 71175086113235027603 equals -5603.
10^{9684 - 6419 x} + 4825 = 1000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000...
x \in \left\{- \frac{305}{6419}\right\}
Solve for x: 10 to the power of 9684 minus 6419 times x plus 4825 equals 1000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000...
\log{\left(- 5039 x - 6108 \right)} + 5017 = 5670
x \in \left\{- \frac{e^{653}}{5039} - \frac{6108}{5039}\right\}
Solve for x: logarithm of -5039 times x minus 6108 plus 5017 equals 5670.
7361 + \frac{- 5887 x - 5905}{7646 - 7348 x} = \frac{19657}{2}
x \in \left\{\frac{18872410}{18125303}\right\}
Solve for x: 7361 plus 7646 minus 7348 times x to the power of -1 times -5887 times x minus 5905 equals 19657 over 2.
6234 x^{4} - 41481036 x^{3} - 94410420258 x^{2} + 1087977313072836 x - 1765240651977606053 = 9643
x \in \left\{-5111, 2707, 4316, 4742\right\}
Solve for x: 6234 times x to the power of 4 minus 41481036 times x cubed minus 94410420258 times x squared plus 1087977313072836 times x minus 1765240651977606053 equals 9643.
\log{\left(e^{6624 - 5400 x} + 2592 \right)} + 9148 = \log{\left(12457 \right)} + 9148
x \in \left\{\frac{92}{75} - \frac{\log{\left(9865 \right)}}{5400}\right\}
Solve for x: logarithm of exponential of 6624 minus 5400 times x plus 2592 plus 9148 equals logarithm of 12457 plus 9148.
-5483 + \frac{1}{4722 x + 4759} = 531
x \in \left\{- \frac{28620625}{28398108}\right\}
Solve for x: -5483 plus 4722 times x plus 4759 to the power of -1 equals 531.
5438 x^{5} - 80237690 x^{4} + 64576380512 x^{3} + 2456970077694152 x^{2} - 3319129528134081056 x - 15905819411771968079975 = -2407
x \in \left\{-4498, -2152, 4124, 7463, 9818\right\}
Solve for x: 5438 times x to the power of 5 minus 80237690 times x to the power of 4 plus 64576380512 times x cubed plus 2456970077694152 times x squared minus 3319129528134081056 times x minus 15905819411771968079975 equals -2407.
\tan{\left(3 x - 3247 \right)} + 6822 = 6823
x \in \left\{\frac{n \pi}{3} - \frac{1377 \pi}{4} + \frac{3247}{3}\; \middle|\; n \in \mathbb{Z}\right\}
Solve for x: tangent of 3 times x minus 3247 plus 6822 equals 6823.
- 4531 x^{2} - 31372644 x + 30527545613 = 1078
x \in \left\{-7789, 865\right\}
Solve for x: -4531 times x squared minus 31372644 times x plus 30527545613 equals 1078.
- 7368 x^{3} - 10123632 x^{2} + 308297286216 x + 801849140929016 = -6904
x \in \left\{-5391, -2913, 6930\right\}
Solve for x: -7368 times x cubed minus 10123632 times x squared plus 308297286216 times x plus 801849140929016 equals -6904.
\frac{\log{\left(2187 x + 7849 \right)}}{\log{\left(5 \right)}} + 1302 = 3398
x \in \left\{\frac{3664441843159449608293915628549557858534716937371637667261953266282410582130104592866304058129689967005098383771868256237521050626515349672459801373419373179257809494757987703639030249750515431318712085401623112957814343705317209149085179925861471752072349992724813168328424619804231553920042074389734...
Solve for x: logarithm of 5 to the power of -1 times logarithm of 2187 times x plus 7849 plus 1302 equals 3398.
465 x - 9099 = -3088
x \in \left\{\frac{6011}{465}\right\}
Solve for x: 465 times x minus 9099 equals -3088.
854 x - 7301 = 4999
x \in \left\{\frac{6150}{427}\right\}
Solve for x: 854 times x minus 7301 equals 4999.
9038 + \frac{2898 x + 6799}{9850 - 3834 x} = 9216
x \in \left\{\frac{582167}{228450}\right\}
Solve for x: 9038 plus 9850 minus 3834 times x to the power of -1 times 2898 times x plus 6799 equals 9216.
2877 x^{3} + 2931663 x^{2} - 165579733578 x + 104332582088666 = 1898
x \in \left\{-8392, 642, 6731\right\}
Solve for x: 2877 times x cubed plus 2931663 times x squared minus 165579733578 times x plus 104332582088666 equals 1898.
1315 x^{3} - 3449245 x^{2} - 111997366500 x + 345726159762312 = -5688
x \in \left\{-9405, 3148, 8880\right\}
Solve for x: 1315 times x cubed minus 3449245 times x squared minus 111997366500 times x plus 345726159762312 equals -5688.
e^{2707 x + 5902} + 2856 = 7447
x \in \left\{- \frac{5902}{2707} + \frac{\log{\left(4591 \right)}}{2707}\right\}
Solve for x: exponential of 2707 times x plus 5902 plus 2856 equals 7447.
\log{\left(2173 - 1465 x \right)} - 3061 = -3061 + \log{\left(4524 \right)}
x \in \left\{- \frac{2351}{1465}\right\}
Solve for x: logarithm of 2173 minus 1465 times x minus 3061 equals -3061 plus logarithm of 4524.
e^{4075 x + 1205} + 307 = 8731
x \in \left\{- \frac{241}{815} + \frac{\log{\left(8424 \right)}}{4075}\right\}
Solve for x: exponential of 4075 times x plus 1205 plus 307 equals 8731.
-7808 + \frac{- 4219 x - 6851}{9766 - 2924 x} = - \frac{14261}{3}
x \in \left\{\frac{89506411}{26779955}\right\}
Solve for x: -7808 plus 9766 minus 2924 times x to the power of -1 times -4219 times x minus 6851 equals -14261 over 3.
- 6680 x^{2} - 42878920 x - 61743769631 = -8591
x \in \left\{-4238, -2181\right\}
Solve for x: -6680 times x squared minus 42878920 times x minus 61743769631 equals -8591.
\frac{\log{\left(- 4619 x - 4445 \right)}}{\log{\left(2 \right)}} + 7152 = 7236
x \in \left\{- \frac{19342813113834066795303261}{4619}\right\}
Solve for x: logarithm of 2 to the power of -1 times logarithm of -4619 times x minus 4445 plus 7152 equals 7236.
- 2524 x^{3} + 21355564 x^{2} + 27063721248 x - 243488273519668 = 1292
x \in \left\{-3348, 3445, 8364\right\}
Solve for x: -2524 times x cubed plus 21355564 times x squared plus 27063721248 times x minus 243488273519668 equals 1292.
e^{7160 x + 9479} + 8453 = 16516
x \in \left\{- \frac{9479}{7160} + \frac{\log{\left(8063 \right)}}{7160}\right\}
Solve for x: exponential of 7160 times x plus 9479 plus 8453 equals 16516.
\left|{928 x + 9114}\right| + 3868 = 4716
x \in \left\{- \frac{4981}{464}, - \frac{4133}{464}\right\}
Solve for x: Abs(928*x + 9114) plus 3868 equals 4716.
- 7273 x^{3} + 13345955 x^{2} + 481003462408 x - 873958008558234 = 1766
x \in \left\{-8125, 1816, 8144\right\}
Solve for x: -7273 times x cubed plus 13345955 times x squared plus 481003462408 times x minus 873958008558234 equals 1766.
\sin{\left(x - 3553 \right)} - 4228 = - \frac{8455}{2}
x \in \left\{2 n \pi - \frac{6779 \pi}{6} + 3553\; \middle|\; n \in \mathbb{Z}\right\} \cup \left\{2 n \pi - \frac{6775 \pi}{6} + 3553\; \middle|\; n \in \mathbb{Z}\right\}
Solve for x: sine of x minus 3553 minus 4228 equals -8455 over 2.
\frac{\log{\left(3922 - 5161 x \right)}}{\log{\left(10 \right)}} + 4782 = -388
x \in \left\{\frac{3016923076923076923076923076923076923076923076923076923076923076923076923076923076923076923076923076923076923076923076923076923076923076923076923076923076923076923076923076923076923076923076923076923076923076923076923076923076923076923076923076923076923076923076923076923076923076923076923076923076923...
Solve for x: logarithm of 10 to the power of -1 times logarithm of 3922 minus 5161 times x plus 4782 equals -388.
- 7406 x^{2} + 112252742 x - 422428239063 = 2837
x \in \left\{6950, 8207\right\}
Solve for x: -7406 times x squared plus 112252742 times x minus 422428239063 equals 2837.
\cos{\left(2 x - 3400 \right)} + 6305 = 6306
x \in \left\{n \pi - 541 \pi + 1700\; \middle|\; n \in \mathbb{Z}\right\}
Solve for x: cosine of 2 times x minus 3400 plus 6305 equals 6306.
5327 x - 6915 = -2320
x \in \left\{\frac{4595}{5327}\right\}
Solve for x: 5327 times x minus 6915 equals -2320.
\cos{\left(x - 198 \right)} + 2314 = 2315
x \in \left\{2 n \pi - 62 \pi + 198\; \middle|\; n \in \mathbb{Z}\right\}
Solve for x: cosine of x minus 198 plus 2314 equals 2315.
2582 + \frac{1}{6067 - 6758 x} = 9435
x \in \left\{\frac{20788575}{23156287}\right\}
Solve for x: 2582 plus 6067 minus 6758 times x to the power of -1 equals 9435.
\left|{2026 x + 9599}\right| + 6657 = 15153
x \in \left\{- \frac{18095}{2026}, - \frac{1103}{2026}\right\}
Solve for x: Abs(2026*x + 9599) plus 6657 equals 15153.
2^{1590 x - 9806} + 5090 = 18931918374918312259842860525830629810325739976663871503331597251242070450959291152707445583896195211932393456580541183559732537557144432699969741598901820476247175082588401611743726515963469047115648973972729092950782937164237371447529769983590559225799277347161770791969350439154833301774897...
x \in \left\{\frac{1841}{265}\right\}
Solve for x: 2 to the power of 1590 times x minus 9806 plus 5090 equals 18931918374918312259842860525830629810325739976663871503331597251242070450959291152707445583896195211932393456580541183559732537557144432699969741598901820476247175082588401611743726515963469047115648973972729092950782937164237371447529769983590559...
\left|{3803 x + 3891}\right| + 1562 = 4093
x \in \left\{- \frac{6422}{3803}, - \frac{1360}{3803}\right\}
Solve for x: Abs(3803*x + 3891) plus 1562 equals 4093.
\log{\left(8644 - 2007 x \right)} + 600 = \log{\left(581 \right)} + 600
x \in \left\{\frac{8063}{2007}\right\}
Solve for x: logarithm of 8644 minus 2007 times x plus 600 equals logarithm of 581 plus 600.
\frac{- 8494 x - 8753}{- 8143 x - 675} + 9974 = 11012
x \in \left\{- \frac{691897}{8443940}\right\}
Solve for x: -8143 times x minus 675 to the power of -1 times -8494 times x minus 8753 plus 9974 equals 11012.
e^{- 2682 x - 7824} + 14705 = 14712
x \in \left\{- \frac{1304}{447} - \frac{\log{\left(7 \right)}}{2682}\right\}
Solve for x: exponential of -2682 times x minus 7824 plus 14705 equals 14712.
\left(260 x - 117\right)^{4} - 233 = 711674333700392
x \in \left\{- \frac{1262}{65}, \frac{2641}{130}\right\}
Solve for x: 260 times x minus 117 to the power of 4 minus 233 equals 711674333700392.
585 x^{4} - 3306420 x^{3} - 35036959230 x^{2} + 283063467129300 x - 480593488109128805 = 70
x \in \left\{-8747, 2789, 5655, 5955\right\}
Solve for x: 585 times x to the power of 4 minus 3306420 times x cubed minus 35036959230 times x squared plus 283063467129300 times x minus 480593488109128805 equals 70.
\sqrt{- 4156 x - 3191} + 1664 = 3911
x \in \left\{- \frac{1263050}{1039}\right\}
Solve for x: -4156 times x minus 3191 to the power of 1 over 2 plus 1664 equals 3911.
7075 x^{2} - 108282875 x + 376841772507 = 5457
x \in \left\{5351, 9954\right\}
Solve for x: 7075 times x squared minus 108282875 times x plus 376841772507 equals 5457.
e^{- 5510 x - 3854} + 8967 = 17074
x \in \left\{- \frac{1927}{2755} - \frac{\log{\left(8107 \right)}}{5510}\right\}
Solve for x: exponential of -5510 times x minus 3854 plus 8967 equals 17074.
2907 x^{2} - 15064074 x - 102362291703 = -7695
x \in \left\{-3884, 9066\right\}
Solve for x: 2907 times x squared minus 15064074 times x minus 102362291703 equals -7695.
e^{5481 x - 1104} + 16482 = 19697
x \in \left\{\frac{\log{\left(3215 \right)}}{5481} + \frac{368}{1827}\right\}
Solve for x: exponential of 5481 times x minus 1104 plus 16482 equals 19697.
\sin{\left(x - 9738 \right)} - 4343 = - \frac{8685}{2}
x \in \left\{2 n \pi - \frac{18595 \pi}{6} + 9738\; \middle|\; n \in \mathbb{Z}\right\} \cup \left\{2 n \pi - \frac{18587 \pi}{6} + 9738\; \middle|\; n \in \mathbb{Z}\right\}
Solve for x: sine of x minus 9738 minus 4343 equals -8685 over 2.
e^{8329 x + 2892} + 357 = 1089
x \in \left\{- \frac{2892}{8329} + \frac{\log{\left(732 \right)}}{8329}\right\}
Solve for x: exponential of 8329 times x plus 2892 plus 357 equals 1089.
e^{4483 - 1153 x} - 8294 = -4540
x \in \left\{\frac{4483}{1153} - \frac{\log{\left(3754 \right)}}{1153}\right\}
Solve for x: exponential of 4483 minus 1153 times x minus 8294 equals -4540.
\frac{\log{\left(- 7236 x - 527 \right)}}{\log{\left(10 \right)}} + 5602 = 11955
x \in \left\{- \frac{33333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333...
Solve for x: logarithm of 10 to the power of -1 times logarithm of -7236 times x minus 527 plus 5602 equals 11955.
\left(- 3120 x - 1476\right)^{2} - 1676 = 6074549
x \in \left\{- \frac{3941}{3120}, \frac{989}{3120}\right\}
Solve for x: -3120 times x minus 1476 squared minus 1676 equals 6074549.
\tan{\left(2 x + 436 \right)} - 6176 = -6176
x \in \left\{\frac{n \pi}{2} - 218 + \frac{139 \pi}{2}\; \middle|\; n \in \mathbb{Z}\right\}
Solve for x: tangent of 2 times x plus 436 minus 6176 equals -6176.
\log{\left(- 4632 x - 7445 \right)} + 195 = -2288
x \in \left\{- \frac{7445}{4632} - \frac{1}{4632 e^{2483}}\right\}
Solve for x: logarithm of -4632 times x minus 7445 plus 195 equals -2288.
\left(1320 x - 722\right)^{4} + 6415 = 207199787764511
x \in \left\{- \frac{128}{55}, \frac{1129}{330}\right\}
Solve for x: 1320 times x minus 722 to the power of 4 plus 6415 equals 207199787764511.
\frac{\log{\left(3266 x - 9258 \right)}}{\log{\left(3 \right)}} + 1507 = -546
x \in \left\{\frac{3136556506183846723464649649276674344669508447494690367643166523782166484076786625086496691602835011349295209052369188941694769066543123181536194449294935775970904152327555629534911454352389942717809775323155982545362266871371270912325532825115483866094369273561250175265348928279396162472055526719483...
Solve for x: logarithm of 3 to the power of -1 times logarithm of 3266 times x minus 9258 plus 1507 equals -546.
- 2175 x^{5} - 6009525 x^{4} + 172582946175 x^{3} + 924197986422225 x^{2} + 555253485475260000 x - 1661218660647638882217 = -5517
x \in \left\{-5769, -5362, -2491, 1006, 9853\right\}
Solve for x: -2175 times x to the power of 5 minus 6009525 times x to the power of 4 plus 172582946175 times x cubed plus 924197986422225 times x squared plus 555253485475260000 times x minus 1661218660647638882217 equals -5517.
\sqrt{- 6122 x - 6579} - 9908 = -7861
x \in \left\{- \frac{2098394}{3061}\right\}
Solve for x: -6122 times x minus 6579 to the power of 1 over 2 minus 9908 equals -7861.
5^{8551 x - 221} - 6177 = - \frac{5144349356977111721978043822758892813154852007522038228115864424393789538364951738284021643248397817805157540334927129519121655723548318217692197585485112196898962727462600626558406262159199308219825129832531586002194189270287324130410397562646988552443299186487094770828059624368672908...
x \in \left\{- \frac{9662}{8551}\right\}
Solve for x: 5 to the power of 8551 times x minus 221 minus 6177 equals -5144349356977111721978043822758892813154852007522038228115864424393789538364951738284021643248397817805157540334927129519121655723548318217692197585485112196898962727462600626558406262159199308219825129832531586002194189270287324130410397562646988...
1873 x^{3} + 2680263 x^{2} - 88637001658 x + 93582085069539 = 4587
x \in \left\{-8066, 1124, 5511\right\}
Solve for x: 1873 times x cubed plus 2680263 times x squared minus 88637001658 times x plus 93582085069539 equals 4587.
\left|{9164 x - 3601}\right| + 9458 = 19124
x \in \left\{- \frac{6065}{9164}, \frac{13267}{9164}\right\}
Solve for x: Abs(9164*x - 3601) plus 9458 equals 19124.
9264 x^{4} - 1195056 x^{3} - 720802213728 x^{2} + 1789015071421440 x + 1289303113176425971 = 3571
x \in \left\{-9742, -584, 3535, 6920\right\}
Solve for x: 9264 times x to the power of 4 minus 1195056 times x cubed minus 720802213728 times x squared plus 1789015071421440 times x plus 1289303113176425971 equals 3571.
\left|{2324 x - 9301}\right| + 27 = 7161
x \in \left\{\frac{2167}{2324}, \frac{16435}{2324}\right\}
Solve for x: Abs(2324*x - 9301) plus 27 equals 7161.
- 7280 x^{2} - 42391440 x - 49398679968 = -7008
x \in \left\{-4212, -1611\right\}
Solve for x: -7280 times x squared minus 42391440 times x minus 49398679968 equals -7008.
e^{5234 x - 4403} + 9678 = 10784
x \in \left\{\frac{\log{\left(1106 \right)}}{5234} + \frac{4403}{5234}\right\}
Solve for x: exponential of 5234 times x minus 4403 plus 9678 equals 10784.
\sqrt{8626 x + 5553} + 8119 = 9267
x \in \left\{\frac{1312351}{8626}\right\}
Solve for x: 8626 times x plus 5553 to the power of 1 over 2 plus 8119 equals 9267.
\sin{\left(4 x - 3677 \right)} + 6094 = 6093
x \in \left\{\frac{n \pi}{2} - \frac{2337 \pi}{8} + \frac{3677}{4}\; \middle|\; n \in \mathbb{Z}\right\}
Solve for x: sine of 4 times x minus 3677 plus 6094 equals 6093.
- 7392 x^{2} + 79382688 x - 208109767898 = 2278
x \in \left\{4546, 6193\right\}
Solve for x: -7392 times x squared plus 79382688 times x minus 208109767898 equals 2278.
\cos{\left(4 x - 8755 \right)} + 1831 = \frac{3663}{2}
x \in \left\{\frac{n \pi}{2} - \frac{8359 \pi}{12} + \frac{8755}{4}\; \middle|\; n \in \mathbb{Z}\right\} \cup \left\{\frac{n \pi}{2} - \frac{8357 \pi}{12} + \frac{8755}{4}\; \middle|\; n \in \mathbb{Z}\right\}
Solve for x: cosine of 4 times x minus 8755 plus 1831 equals 3663 over 2.
\log{\left(e^{8954 x + 6375} + 4704 \right)} + 6141 = \log{\left(7901 \right)} + 6141
x \in \left\{- \frac{6375}{8954} + \frac{\log{\left(3197 \right)}}{8954}\right\}
Solve for x: logarithm of exponential of 8954 times x plus 6375 plus 4704 plus 6141 equals logarithm of 7901 plus 6141.
3892 x^{2} + 18880092 x + 22528823387 = 4739
x \in \left\{-2733, -2118\right\}
Solve for x: 3892 times x squared plus 18880092 times x plus 22528823387 equals 4739.
\log{\left(2059 x + 5152 \right)} + 2926 = \log{\left(9357 \right)} + 2926
x \in \left\{\frac{145}{71}\right\}
Solve for x: logarithm of 2059 times x plus 5152 plus 2926 equals logarithm of 9357 plus 2926.
-7939 + \frac{7464 - 3086 x}{5637 - 8176 x} = - \frac{20515}{2}
x \in \left\{\frac{8717899}{12639428}\right\}
Solve for x: -7939 plus 5637 minus 8176 times x to the power of -1 times 7464 minus 3086 times x equals -20515 over 2.
5050 - 380 x = 13719
x \in \left\{- \frac{8669}{380}\right\}
Solve for x: 5050 minus 380 times x equals 13719.
\sqrt{6716 x + 9552} + 8576 = 17480
x \in \left\{\frac{19817916}{1679}\right\}
Solve for x: 6716 times x plus 9552 to the power of 1 over 2 plus 8576 equals 17480.
\log{\left(4159 x - 3613 \right)} - 3209 = -3209 + \log{\left(9431 \right)}
x \in \left\{\frac{13044}{4159}\right\}
Solve for x: logarithm of 4159 times x minus 3613 minus 3209 equals -3209 plus logarithm of 9431.
896 x + 5628 = 11632
x \in \left\{\frac{1501}{224}\right\}
Solve for x: 896 times x plus 5628 equals 11632.
7727 x^{2} - 40582204 x + 32017566826 = 8261
x \in \left\{967, 4285\right\}
Solve for x: 7727 times x squared minus 40582204 times x plus 32017566826 equals 8261.
e^{3977 x + 7167} + 4203 = 8478
x \in \left\{- \frac{7167}{3977} + \frac{\log{\left(4275 \right)}}{3977}\right\}
Solve for x: exponential of 3977 times x plus 7167 plus 4203 equals 8478.
- 5428 x^{3} + 69766084 x^{2} - 287542133792 x + 378429136562874 = 5818
x \in \left\{2848, 4264, 5741\right\}
Solve for x: -5428 times x cubed plus 69766084 times x squared minus 287542133792 times x plus 378429136562874 equals 5818.
End of preview. Expand in Data Studio

Dataset Card for MathOCR

Dataset Details

Dataset Sources [optional]

Uses

Direct Use

Post training for mathematical visualization.

Out-of-Scope Use

[Its not meant, but technically works for diffusion models.] [The only way this dataset can be misused is in] A. [Incompatible models, like TTS] B. [Copying the repo without crediting mep

Dataset Structure

The dataset uses the format of problem_latex|solution_latex|problem_english

Dataset Creation

Curation Rationale

I thought there was simply a lack of mathematical Latex datasets

Source Data

Data Collection and Processing

Data was sourced from python... Its synthetic data

Who are the source data producers?

Roman

Personal and Sensitive Information

No PII or Sensitive information Also why I make synthtic data

Bias, Risks, and Limitations

Doesn't cover all equation types

Doesn't cover all numbers possible

There are aready similar datasets

Recommendations

Just don't use it for the wrong models. I know someone was thinking of giving this to a speech model...

Citation [optional]

BibTeX:

@dataset{datamuncher_latext_2026, author = {DataMuncher-Labs}, title = {LaTeXt}, year = {2026}, publisher = {Hugging Face}, url = {https://huggingface.co/datasets/DataMuncher-Labs/LaTeXt}, note = {Synthetic LaTeX equation text dataset} }

APA:

DataMuncher-Labs. (2026). LaTeXt [Dataset]. Hugging Face. https://huggingface.co/datasets/DataMuncher-Labs/LaTeXt

Dataset Card Authors

[Roman]

Dataset Card Contact

[Email is romanfinal@proton.me please don't spam] [Feel free to open a discussion on the repo]

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