Tenglamalar, tizimlar va tengsizliklar kalkulyatori. Tenglamalar, Tengsizliklar va Tizimlarni Onlayn Yechish

Kalkulyator tenglamalarni echadi: chiziqli, kvadrat, kub, o'zaro, 4-darajali, trigonometrik va giperbolik. Qo'llaniladi: guruhlash, almashtirishlar, jadval formulalari, ratsional ildizni topish, faktorlarga ajratish, kompleks sondan ildiz chiqarish, qisqartirilgan ko'paytirish formulalari, Kardano formulasi, Ferrari usuli, universal trigonometrik almashtirish, Nyuton binomi, darajalar ayirmasi va yig'indisi, trigonometrik va giperbolik formulalar, to‘liq kvadratni tanlash, logarifm, oddiy funksional tenglamalarga o‘tish, Eyler formulasi, radikallarni parametr bilan almashtirish. Tenglamalar tizimini, shuningdek tengsizliklarni: parametrlarsiz va trigonometrik funktsiyalarsiz, intervallar usulidan foydalangan holda yechadi

Ga nisbatan hisoblang

▾Tizim

Kontent yuklanmoqda

Kirish kabi funksiyalar uchun turli sinonimlarni taniydi asin, arsin, arcsin, sin^-1

Ko'paytirish belgisi va qavslar qo'shimcha ravishda joylashtiriladi - yozing 2sinx o'xshash 2*sin(x)

Matematik funktsiyalar va konstantalar ro'yxati:

• ln(x) — tabiiy logarifm

• sin(x) — sinus

• cos(x) — kosinus

• tg(x) — tangens

• ctg(x) — kotangent

• arcsin(x) — arksin

• arccos(x) — arkkosin

• arctg(x) — arktangent

• arcctg(x) — arkkotangent

• sh(x) — giperbolik sinus

• ch(x) — giperbolik kosinus

• th(x) — giperbolik tangens

• cth(x) — giperbolik kotangent

• sch(x) — giperbolik sekant

• csch(x) — giperbolik kosekant

• arsh(x) — teskari giperbolik sinus

• arch(x) — teskari giperbolik kosinus

• arth(x) — teskari giperbolik tangens

• arcth(x) — teskari giperbolik kotangent

• sec(x) — sekant

• cosec(x) — kosekant

• arcsec(x) — arksekant

• arccsc(x) — arccosecant

• arsch(x) — teskari giperbolik sekant

• arcsch(x) — teskari giperbolik kosekant

• |x|, abs(x) — modul

• sqrt(x), root(x) — ildiz

• exp(x) — x darajasining ko'rsatkichi

• conj(z) — \(\overline{z}\)

• a+b — \(a+b\)

• a-b — \(a-b\)

• a*b — \(a\cdot b\)

• a/b — \(\dfrac{a}{b}\)

• a^b, pow(a,b) — \(a^b\)

• sqrt7(x) — \(\sqrt[7]{x}\)

• sqrt(n,x) — \(\sqrt[n]{x}\)

• lg(x) — \(\log_{10}\left(x\right)\)

• log3(x) — \(\log_3\left(x\right)\)

• log(a,x) — \(\log_a\left(x\right)\)

• ln^2(x), ln(x)^2 — \(\ln^2\left(x\right)\)

• y''', y'3 — \(y'''\)

• d^2y/dx^2, d2y/dx2 — \(\dfrac{\mathrm{d}^2y}{\mathrm{d}x^2}\)

• lambda — \(\lambda\)

• pi — \(\pi\)

alpha — \(\alpha\)

beta — \(\beta\)

• sigma — \(\sigma\)

gamma — \(\gamma\)

nu — \(\nu\)

• mu — \(\mu\)

phi — \(\phi\)

psi — \(\psi\)

• tau — \(\tau\)

eta — \(\eta\)

rho — \(\rho\)

• a123 — \(a_{123}\)

x_n — \(x_{n}\)

mu11 — \(\mu_{11}\)

• <= — \(\leq\)

>= — \(\geq\)

Ushbu sahifani belgilang — CTRL+D

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