Evaluate
\frac{179500\ln(4853)}{287}-\frac{718000\ln(10)}{287}+\ln(\frac{14472101542885720781076881542802480120554400559287389281986888009767502071484252472907943404264669753746731735740086272697099697721954526073222131070737690324814396543150952591012369073181001849552762917278865258938797590000191525590964739441919139115000081958333480880027462037790168942032283324417043824535527958978604375629434693373035498087210823011264483289639384038515103758879619604552074430567040126832736419967538047677878070398285431804419906780942942935180927964658981099657334852249778673476891917379876066834460596107239039114543470330681533613335712577763707547654408399038170644859896408887716729602890285235688162532228022102188558886957231791493968913403239190111364236522800758881130947086801115700926948612522976397471481395979690443865371227008065658667367977017239743948604528399551481035596660310552925681496000227040288773959091069663674871642962021425389227820958398223262654155483158538921572683204880680661853477503684114062633485310401153026249}{279105167045001946323580007040040317122241944588134409383286956336476812049501228515715537206270799120563027972005379391511624726462723438993032217932412130032152388384280603040723927490110737726263455703713349995010014924848114037503780673866075254639021940043961792127635536902779579507457287862119334188006896160124523763285343992303527106104644700484297644614075189934959806406529402604578365858435614020779339982250754947696194152324443245199044450170621152006812384842700633698610019228838496516959351642796479693229314212696317309140891248339521689406701048855082592064358966341593760432317267505170597793735714924416561050580158697982212424696839558860674288835341917344502042927235240274234182883470746078239818097960891395782092578972715153879584730757761976781023761500538768363006734875962707155789218162713056509631539113981256958095157257861419744792444662773395760478850725891867878650442896591344815977678417367328869862086849748822675539226686867352619973312640927420989645592264964334885712065109100081903940972611511060898970021837963111574181217686249})
Factor
\frac{250\ln(\frac{19937901330104376343977931336374131907025489638801176848029745240021642151684234115231957686587602293562210725521519682090781781602316411801910744415571115586574597605481742192124841666779481700749723591239867609416950277957506132049724882701733748490715502329659156748001446561842360739377149980739516417197964528448010268868836904229456330074762892997695861047045183529326328681253501746288799133467492773194039256573868092636421470227973795511221087787828125080865208453072491347935456127783906727027194890659288258023880740947979947441356711107050931052852393406200672721203387561892033447288365774448114787148979924094838739946711219018005402519378437101682442666698942626814658257461401614198938211316166166755509970191065709689358909746041347806010515330346966905688247220709375733052605699087063482823533832723892031113190683893086508771670069457596207578653076662661861411164031243916655327059637346094581734484502045972222501873290955744277408365747528843026419085844960559851696028264553644488810286629572033311600012527599245710391254892039024151247178715597863069797144777937012094141932311610207677882240402082452961896635228319404362137877025677352919904703209839226568795788198686877193322605745140667397823649018478176557784326823381966640837444242716436615610674898164083553917656160730678907747125248433901036833423605742787571059133107024729369726647472166313724177865219987049176932808860101794505148290664563244013021779728310549083100255416175822779276298938495400706160808104814805972818321568439042524269109774002772676497321217899123276279596572372800963510701960206638689334016684825431535514474920558297325346367533888643192908275632869495896235561709263945527456888226094174462480582648646206291861290971816443947738268392462438016224054241801101049773441809734591935048839399968462896304362386115660233673440088620194688995793368776139020299199684901613212923330821809341457401959754799127118601128388880100689950798735981929138265409611824385864192942510185222888828350897633814747993019780387322201485414352474079907995529453589451896161490467730820331237572633453590843342164247930495680231346402508721158458377275759618245704118174071153014206271365372545314832810212427863868366372117191513835319721344525364944887383876543655955733895529868475335462996151851784671469969794634745232359568976920054771550203414901503170223047948820529412363526183565268804193571226534712544261756771017882260988266174384586422865383386013695033512104644688482436048832236746811916683550876595036906576824378738431795310610690531201889753276978201360346288514355256856907060012453151696027952596335094266175502296791439044746920534615026379563696947232295666875951730841888026995269739687209017391755614269160817446555432337450284333898838347687800175556515703968295206686730935162167500398308724779945981968272937705895760549301987141146002233367318956815774490244626281331081451754049221235145603737549817851461038376995009480998114446494350671194761374048212742751671005639848886906653949793344246668151868840057194798426370341870939932806812317144665334058379350312256960684440622804124789256073936784178090864357644349629441563076931870050909210678979373576933250210783769391796035944189083232993733918887626613071400252295923498558987195638876441465934262030661943767036608826314632891942397299368693417501406854943729832479533008456162669032239267916979509656191567632649158689559429206869599104400860447761675069162525017317317628308967983940302715008773427702826910554485460524108998751398328703575262333799800054062143674080312033755620607164613105874497247358024312385964193565582518495852926720613682385100993776997753278532743424723290543083769608846847663737705143931186553808913791328964359583263789570305756040641469561619278157}{744288866047414089234717656741053610576488876655630105807908846931091864326863117629166596382194680741547806160682190802613818612553345928633900610749126970228322137134040632056294749264852896204449890483858675664082092481716231804252271265042881176853501119349853640250829989367938877906063308806661079809728730364966075399268502041326751129014760111131204462189399966174368734420929557037518144893796454026211564791378586974992767392064970027813657964028852190304191869270510658135527265465600680828198728728792748730668228191059142133897651317001816705544591679566803093394899568740200974513429038110318963087705486154394675727325770806358796141624147124294341994721666596472853112851224269766989723647316438651227246002754634894744742049400481419262623780363657993945099881874539056975708361350005420765324212477386151707571182897619066107985851083096222489043122113694723690792144853567408699412205156795834128092683078265466307892697847903075183397082015189074549107203186984009716671424237706555001503975538777787115267532261064464994095618311186718796878891154317435935143151156898888270254656021808603342281921306947318869782258190510179899159666754772477175348394709019978157196711355897097570104922791680783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Examples
Quadratic equation
{ x } ^ { 2 } - 4 x - 5 = 0
Trigonometry
4 \sin \theta \cos \theta = 2 \sin \theta
Linear equation
y = 3x + 4
Arithmetic
699 * 533
Matrix
\left[ \begin{array} { l l } { 2 } & { 3 } \\ { 5 } & { 4 } \end{array} \right] \left[ \begin{array} { l l l } { 2 } & { 0 } & { 3 } \\ { -1 } & { 1 } & { 5 } \end{array} \right]
Simultaneous equation
\left. \begin{cases} { 8x+2y = 46 } \\ { 7x+3y = 47 } \end{cases} \right.
Differentiation
\frac { d } { d x } \frac { ( 3 x ^ { 2 } - 2 ) } { ( x - 5 ) }
Integration
\int _ { 0 } ^ { 1 } x e ^ { - x ^ { 2 } } d x
Limits
\lim _{x \rightarrow-3} \frac{x^{2}-9}{x^{2}+2 x-3}