Option Price Calculator | American or European Options
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Calculate option prices using either a Black-Scholes or the Binomial Tree model. Will automatically calculates historical volatility from market data. financial-calculators.comProductsC-Value!forWindowsSolveIT!forWindowsWordPressPluginsMoreWhatCalculator?MortgageCenterAllAboutLoanAmortizationSetCurrencyandDateFormatTurnOnTitlePageOptionContactOnlineCalculatorsBlogStoreIsyournativelanguageoneotherthanEnglish?Ifso,canyouhelpbyvalidatingthesetranslations?financial-calculators.com>options-calculatorOptionsCalculatorSupportingBlack-ScholesandBinomialTreeModelsadvertisementNewOptionPriceCalculatorCalculatefairpricesusingeitherBlack-ScholesorBinomialTreemodels.CalculateGreeks-Gamma,Rhoetc.Calculateprobabilityofclosingin-the-moneyFreeconnectiontomarketdata-automaticallycalculateshistoricalvolatilityCalculateamulti-dimensionalanalysisIt'sFree,TryItNow!Thebelowcalculatorwillcalculatethefairmarketprice,theGreeks,andtheprobabilityofclosingin-the-money(ITM)foranoptioncontractusingyourchoiceofeithertheBlack-ScholesorBinomialTreepricingmodel.Thebinomialmodelismostappropriatetouseifthebuyercanexercisetheoptioncontractbeforeexpiration,i.e.,Americanstyleoptions.Incontrast,tradersshouldusetheBlack-Scholesmodelforcontractsthattheycanexerciseonlyatoptionexpiration,i.e.,Europeanstyle.Thecurrentpriceofanoptionunderthebinomialmodelisequaltothepresentvalueoftheprobability-weightedfuturepayoffs.Seebinomialoptionpricingmodel.FordetailsabouttheBlack-ScholesseewhatistheBlack-Scholes-Mertonmodel.MorebelowPleaseturnyourdevice CalculatorGetMarketDataBinomialTreeStockPrice?:Volatility?:DividendType?:DiscreteDividendsDividendYieldDividendYield?:Ex-dividendDate?:DividendAmount?:PricingModel?:BinomialTreeBlack-ScholesOptionStyle?:AmericanEuropeanStrikePrice?:InterestRate?:TradeDate?:ExpirationDate?:Analyze?:CallPutAnalyzeBy?:StockPriceVolatilityTimeInterestRateStrikePriceMeasure?:Price-TimePremiumDeltaGammaThetaVegaRhoProbabilityNumberofTreeSteps(3-150)(#)?:AnalysisLabelSnapshot:CallPutPrice:Delta:Gamma:Theta:Vega:Rho:Omega:Probability:PositionIs:Symbol?:Price:NextEx-dividendDate:NextExpectedDividend:CalculatedHistoricalVolatility:EstimatedDividendYield:Closingpricesusedforcalculatingvolatility:Enterasymbolandclick"GetData."Thisfreeversionofthecalculatorgetsthepriortradingday'sclosingprice.YoumayupdatethedataretrievedfromIEXonthecalculatortab.DataprovidedbyIEXCloudCalcClearPrintGetData©2016financial-calculators.com,allrightsreserved$:mm/dd/yyyy×Info... OriginalSize TheGreeksThisWikipediaarticleexplainsGreeksindetail.Whatfollowsbelowisasummary.Deltameasurestherateofchangeofthetheoreticaloptionvaluetochangesintheunderlyingasset'sprice.Deltaisonascalefrom1.00to-1.00.Deep-in-the-moneyoptionseventuallymovedollarfordollarwiththeunderlyingstock.Note,calls,andputshaveoppositedeltasigns.GammaisthemeasurementoftherateofchangeoftheDelta.Thetameasurestherateofdeclineinthepriceofanoptionduetotimepassing.Thetaisalsoknownas"timedecay."Vegameasuresanoption'ssensitivitywhentherearechangesinthevolatilityoftheunderlyingasset.Infinance,weexpressVegaastheamountofmoneyperunderlyingsharethattheoption'svaluewillgainorloseasvolatilityrisesorfallsbyonepercentagepoint.Alloptions(bothcallsandputs)willgainvaluewithincreasingvolatility.Rhomeasuresthesensitivityofastockoptionpricetoachangeininterestrates.Omega(Elasticity)isthepercentagechangeinoptionvalueperpercentagechangeintheunderlyingprice.Omegaisameasureofleverage.ThehighertheOmega,thegreatertheleverage(orthegreatertherisk).Probability,whilenotaGreek,probabilitymeasureshowlikelyanoptioncontractwillcloseITM(in-the-money).YoushouldnotethatjustbecauseacontractisITMdoesnotmeantheoptiontradewillbeprofitable.Profitabilitydependsonthepremiumpaid.advertisementUltimateInvestmentCalculatorFlexible.Solveformanyunknowns.Optionallyconsidersinflation,taxesand/orfeesCalculateswhat'srequiredtoreachagoalCreateseitherinvestment(+)orincome(-)schedulesIt'sFree,TryItNow!RetirementCalculatorAreyouontrack?ConsiderspreandpostretirementcashflowsAllowsformultipleincomesourcesFactorininflation-Yikes!It'sFree,TryItNow!advertisementadvertisement JimNancesays:May25,2021at7:07pm HiKarl,I’mlookingtoautomate,asfullyaspossible,thepricing&manipulationofamericanstockoptionssuchasGoogle,Apple,IBM,etc.(Idon’ttradeindexes,futures,european,etc.)I’mhavingthedevilofatimegettingarisk-freeinterestrateIfeelconfidenttouse–fromeverysourceI’vereadnobodycanagreebetweenusingtheS&P,orT-Billrates,orLIBORswapcurve.Doyouhaveabinomialoptionpricingcalculatorthatwillcalculatethehistoricalvolatility&impliedvolatility,populatetheriskfreeinterestrate,chartmultiplelegs&showtheaffectsoftimeerosionforstrategyanalysisandforecastpriceprobability?Pleasesayyoudo…….thanksforyourtime,Jim Karlsays:May25,2021at9:31pm HiJim,Idon’thaveanythingthatpopulatestherisk-freerateofreturn.You’llhavetotypeitinyourself.NordoIhaveanythingthatcalculatestheimpliedvolatility,butthiscalculatorshouldmaketheothercalculationsthatyouaskedabout.Makesureyouhavethe"PricingModel"ontheCalculatortabsetto"BinomialTree". jimnancesays:May26,2021at10:46am Thank-youforthepromptresponse.Jim MarkBurchsays:June3,2021at4:26pm Iamtryingtogetthechartforamortgageof$105,000.repaymentover20years,whichwearealreadyattheendofperiodandbeabletoprintthechartaswell. Karlsays:June3,2021at5:16pm Thisamortizationschedulecalculatorwillallowyoutoprintapaymentschedule.Ithinkthat’swhatyouarelookingfor.Letmeknowifyouhadanythingelseinmind.I’mnotsurebecauseyouareontheOptionscalculatorpage.Comments,suggestions&questionswelcomed...CancelreplyCommentsaremoderated.HTMLmarkupaccepted.PrivacyStatement(notlegalese)* YourName:* Email:(Youremailaddressisnotpublished.Usedonlytonotifyyouofareply.)* RequiredΔCurrencyandDateConventions×Albania (Lek) Lek12,345,678.99Algeria (AlgerianDinar) DZD12,345,678.99Argentina (ArgentinePeso) $12.345.678,99Armenia (ArmenianDram) AMD12,345,678.99Australia (AustralianDollar) $12,345,678.99Austria (Euro) €12.345.678,99Azerbaijan (Manat) ₼12,345,678.99Bahrain (BahrainiDinar) BHD12,345,678.994Belarus (Ruble) Br12,345,678.99Belgium (Euro) 12345678,99€Belgium (Euro) €12.345.678,99Belize (BelizeDollar) BZ$12,345,678.99Bolivia (Boliviano) $b12.345.678,99Bosnia/Herzegovina (Mark) 12.345.678,99KMBrazil (BrazilianReal) R$12.345.678,99Brunei (BruneiDollar) $12,345,678.99Bulgaria (BulgarianLev) 12345678,99лвCanada (CanadianDollar) $12,345,678.99Canada (CanadianDollar) 12345678,99$Chile (ChileanPeso) $12.345.679China (YuanRenminbi) ¥12,345,678.99Colombia (ColombianPeso) $12.345.678,99CostaRica (Colon) ₡12345678,99Croatia (Kuna) 12.345.678,99knCzechia (CzechKoruna) 12345678,99KčDenmark (DanishKrone) 12.345.678,99krDominicanRepublic (DRPeso) RD$1,234.99Ecuador (USDollar) $12.345.678,99Egypt (EgyptianPound) £12,345,678.99ElSalvador (ElSalvadorColon) $12,345,678.99Estonia (Euro) 12345678,99€FaroeIslands (DanishKrone) kr12,345,678.99Finland (Euro) 12345678,99€France (Euro) 12345678,99€Georgia (Lari) GEL12,345,678.99Germany (Euro) 12.345.678,99€Greece (Euro) 12.345.678,99€Guatemala (Quetzal) Q12,345,678.99Honduras (Lempira) L12,345,678.99HongKong (HKDollar) HK$12,345,678.99Hungary (Forint) 12345678,99FtIceland (IcelandKrona) kr12,345,679India (IndianRupee) ₹1,23,45,678.99Indonesia (Rupiah) Rp12.345.678,99Iran (IranianRial) ﷼12,345,678.99Iraq (IraqiDinar) IQD12,345,678.994Ireland (Euro) €12,345,678.99Israel (Sheqel) ₪12,345,678.99Italy (Euro) 12.345.678,99€Jamaica (JamaicanDollar) J$12,345,678.99Japan (Yen) ¥12,345,679Jordan (JordanianDinar) JOD12,345,678.994Kazakhstan (Tenge) лв12,345,678.99Kenya (KenyanShilling) KES12,345,678.99Korea(South) (Won) ₩12,345,679Kuwait (KuwaitiDinar) KWD12,345,678.994Kyrgyzstan (Som) лв12,345,678.99Latvia (Euro) 12345678,99€Lebanon (LebanesePound) £12,345,678.99Libya (LibyanDinar) LYD12,345,678.994Liechtenstein (SwissFranc) CHF12’345’678.99Lithuania (Euro) 12345678,99€Luxembourg (Euro) 12.345.678,99€Luxembourg (Euro) 12.345.678,99€Macao (Pataca) MOP12,345,678.99Malaysia (Ringgit) RM12,345,678.99Maldives (Rufiyaa) MVR12,345,678.99Malta (Euro) €12,345,678.99Mexico (MexicanPeso) $12,345,678.99Monaco (Euro) 12345678,99€Mongolia (Tugrik) ₮12,345,678.99Morocco (Dirham) MAD12,345,678.99Netherlands (Euro) €12.345.678,99NewZealand (NZDollar) $12,345,678.99Nicaragua (CordobaOro) C$12,345,678.99Nigeria (Naira) ₦12,345,678.99Norway (NorwegianKrone) kr12345678,99Norway (NorwegianKrone) kr12,345,678.99Oman (RialOmani) ﷼12,345,678.994Pakistan (PakistanRupee) ₨12,345,678.99Panama (Balboa) B/.12,345,678.99Paraguay (Guarani) Gs12.345.679Peru (Sol) S/.12,345,678.99Philippines (PhilippinePeso) ₱12,345,678.99Poland (Zloty) 12345678,99złPortugal (Euro) 12345678,99€Qatar (QatariRial) ﷼12,345,678.99Romania (RomanianLeu) 12.345.678,99leiRussianFederation (Ruble) 12345678,99₽SaudiArabia (SaudiRiyal) ﷼12,345,678.99Singapore (SingaporeDollar) $12,345,678.99Slovakia (Euro) 12345678,99€Slovenia (Euro) 12.345.678,99€SouthAfrica (Rand) R12,345,678.99SouthAfrica (Rand) R12345678,99Spain (Euro) 12.345.678,99€Sweden (SwedishKrona) 12345678,99krSwitzerland (SwissFranc) CHF12’345’678.99Switzerland (SwissFranc) 12 345 678.99CHFSwitzerland (SwissFranc) CHF12’345’678.99SyrianArabRepublic (SYP) SYP12,345,679Taiwan (TaiwanDollar) NT$12,345,678.99Thailand (Baht) ฿12,345,678.99Trinidad&Tobago (T/TDollar) TT$1,234.99Tunisia (TunisianDinar) TND12,345,678.994Turkey (TurkishLira) ₺12.345.678,99Ukraine (Hryvnia) 12345678,99₴UnitedArabEmirates (UAEDirham) AED12,345,678.99UnitedKingdom (GBP) £12,345,678.99UnitedStates (USDollar) $12,345,678.99Uruguay (PesoUruguayo) $U12.345.678,99Uzbekistan (UzbekistanSum) лв12,345,678.99Venezuela (BolívarSoberano) VES12.345.678,99VietNam (Dong) 12.345.679₫Yemen (YemeniRial) ﷼12,345,678.99Zimbabwe (ZWL) ZWL12,345,678.99MM/DD/YYYYDD/MM/YYYYDD-MM-YYYYDD.MM.YYYYYYYY-MM-DDYYYY.MM.DDYYYY/MM/DDAllcalculatorswillrememberyourchoice.Youmayalsochangeitatanytime.Clicking"Savechanges"willcausethecalculatortoreload.Youreditswillbelost.CancelSavechangesadvertisement
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