Derivative Calculator Solver

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Mayelana nalolu hlelo lokusebenza

Isibali sokuphuma kokuphuma ku-inthanethi isinyathelo ngesinyathelo singasetshenziswa ukubala okuphuma kokunye komsebenzi. Kwaziwa nangokuthi isibali sokuhlukanisa ngoba sixazulula umsebenzi ngokubala okuphuma kokunye okuphuma kuso kokuguquguqukayo.

Abafundi abaningi bakuthola kunzima ukuqonda imiqondo yokuhlukanisa ngenxa yobunkimbinkimbi obukhona. Kunezinhlobo ezimbalwa zemisebenzi kuzibalo, okungukuthi, njalo, imigqa, i-polynomial, njll. Lesi sibali esihlukanisayo singakwazi ukubona uhlobo ngalunye lomsebenzi ukuze kutholwe okuphuma kokunye. Ungahlola noma yiluphi uhlobo lomsebenzi kulesi sibali sokuphuma kokunye ngesixazululo.

Kulesi sibali sokuphuma kokunye nokuhlanganisa, sizosebenzisa imithetho yokuhlukanisa ukuze sithole okuphuma kokunye komsebenzi njengokuphuma kokuthi x noma okuphuma ku-1/x, incazelo ephuma kokunye, ifomula yokuphuma kokunye, nezinye izibonelo ukuze sicacise izibalo zezinkinga zokuhlukanisa.

Uzothola wonke amathuluzi alandelayo ukuze uxazulule izibalo eziphuma kokunye zezinhlobo ezahlukene ngesinyathelo ngesinyathelo isisombululo ngefomula:
I-Derivative Calculator
I-Differentiation Calculator Engacacile
I-Linear Approximation Calculator
Ingxenye Yokubala Okususelwe Engxenyeni
Chain Rule Calculator
I-Directional Derivative Calculator
Product Rule Calculator
yesibili Derivative wokubala
umshini wokubala wesithathu wokuphuma
umshini wokubala wesine wokuphuma
umshini wokubala wesihlanu wokuphuma
isibali sesithupha Sokuphuma
umshini wokubala wesikhombisa wokuphuma
isibali sesishiyagalombili Sokuphuma
umshini wokubala wesishiyagalolunye wokuphuma
oweshumi wokubala ophumayo
I-Nth Derivative calculator
I-Quotient Rule Calculator
I-Normal Line Calculator
Iphuma ku-Point Calculator
Taylor Series wokubala
I-Maclaurin Series wokubala
I-Tangent Line wokubala
Extreme Amaphuzu wokubala

Isetshenziswa kanjani isibali sokuphuma kokunye?

Ungasebenzisa isibali sokuhlukanisa ukwenza umehluko kunoma yimuphi umsebenzi. Isixazululi sezinkinga esingenhla sokuhlukanisa nokuhlanganisa sincozulula kahle umsebenzi onikeziwe ukuze sibeke noma yiziphi izisebenzisi ezilahlekile emsebenzini. Bese, kusetshenziswa umthetho wokuhlukanisa isihlobo ukuphetha izixazululo zokuhlukanisa.

Faka umsebenzi kusibali sokuhlukanisa ngezinyathelo.
Cindezela okuthi "Bala" kusibali sokuhlukanisa esingacacile.
Sebenzisa inkinobho yokusetha kabusha ukuze ufake inani elisha.
Ungasebenzisa lesi sibali sokuphuma kokunye ngezinyathelo zokuqonda ukubala kwesinyathelo ngesinyathelo somsebenzi onikeziwe.

Incazelo yesibali sokuphuma kokunye isinyathelo ngesinyathelo
Okuphuma kokunye kusetshenziselwa ukuthola ushintsho kumsebenzi ngokuphathelene noshintsho kokuguquguqukayo.

I-Britannica ichaza okuphuma kuyo ngokuthi,

“Kumathematika, okuphuma kokunye izinga lokushintsha komsebenzi ngokuphathelene nokuguquguqukayo. Okuphuma kokunye kuyisisekelo esixazululweni sezinkinga zokubala kanye nezibalo ezihlukene.”

I-Wikipedia ithi,

"Okuphuma kokunye komsebenzi wokuguquguquka kwangempela kulinganisa ukuzwela koshintsho lwevelu yokuphumayo ngokuphathelene noshintsho lwevelu yokokufaka."

Ngemva kokuthatha okuphuma kokunye kokuqala komsebenzi y = f (x) kungabhalwa ngokuthi:
dy/dx = df/dx

singaphetha lokhu kokuphuma kokunye ngokusebenzisa isibali sokuhlanganisa nokuhlukanisa kalula.

Uma kukhona okuguquguqukayo okungaphezu kokukodwa okubandakanyeka kumsebenzi, singenza isibalo ngesibali sezibalo esihlukanisayo ngokusebenzisa okukodwa kwalezo ziguquguqukayo. Izinga lokushintsha ngokushesha lingase libale ngokusebenzisa lesi sibali esihlanganisayo nesihlukanisayo kalula.

Imithetho yokubala yesibali ehlukile

Izici zokubala kokuphuma kokunye nokuhlanganisa

Kunezinhlobonhlobo zezixazululo zokuhlukanisa ongazenza kulesi sibali sokuphuma nokuhlanganisa. Izici eziyinhloko zesibali sokuhlukanisa umehluko yilezi:

- ukuhlanganiswa kanye umehluko wokubala inikeza isixazululo stepwise futhi olunembile.
- Usayizi omncane wokubala ophuma kokunye onezinyathelo zokukala izixazululo zokwehlukanisa.
- Umsebenzisi interface enobungane wokubala ebalulekile futhi umehluko.
- Jabulela izibalo nge-differial equation wokubala.
- Ungagcina izimpendulo kulesi sibali sokubala esihlukile.