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Matritsa kalkulyatori bosqichlar bilan

Matritsada harakatlanish uchun yo'nalish tugmalaridan foydalaningyoki tugma
matritsa A
matritsa A
Tanlang
DeterminantTeskariTranspozitsiyaRangDarajaga ko'tarishIntegrallashDifferensiyalashUchburchak shakl
matritsa B
matritsa B
Tanlang
DeterminantTeskariTranspozitsiyaRangDarajaga ko'tarishIntegrallashDifferensiyalashUchburchak shakl
matritsa С
matritsa C
Tanlang
DeterminantTeskariTranspozitsiyaRangDarajaga ko'tarishIntegrallashDifferensiyalashUchburchak shakl
Kontent yuklanmoqda

Kirish funksiyalar uchun turli xil sinonimlarni tan oladi, masalanasin, arsin, arcsin, sin^-1

Ko'paytirish belgilari va qavslar avtomatik ravishda qo'shiladi — masalan2sinxbo'ladi2*sin(x)

Matritsa amallari roʻyxati:

det(A)determinant

inv(A)teskari matritsa

trans(A)transpozitsiya

rank(A)rank

tri(A)uchburchak matritsa

int(A)elementlar boʻyicha integrallash

dif(A)elementma-element differensiallashi

Qo'llab-quvvatlanadigan funksiyalar va konstantalar ro'yxati:

ln(x)tabiiy logarifm

sin(x)sinus

cos(x)kosinus

tg(x)tangens

ctg(x)kotangens

arcsin(x)arksinus

arccos(x)arkkosinus

arctg(x)arktangens

arcctg(x)arkkotangens

sh(x)giperbolik sinus

ch(x)giperbolik kosinus

th(x)giperbolik tangens

cth(x)giperbolik kotangens

sch(x)giperbolik sekans

csch(x)giperbolik kosekant

arsh(x)teskari giperbolik sinus

arch(x)teskari giperbolik kosinus

arth(x)giperbolik arktangens

arcth(x)teskari giperbolik kotangens

sec(x)sekans

cosec(x)kosekans

arcsec(x)arksekans

arccsc(x)arkkosekans

arsch(x)teskari giperbolik sekans

arcsch(x)giperbolik arkkosekans

|x|, abs(x)mutlaq qiymat

sqrt(x), root(x)kvadrat ildiz

exp(x)exp(x)

a+ba + b

a-ba - b

a*ba * b

a/ba / b

a^b, a**ba ^ b

sqrt7(x)sqrt[7](x)

sqrt(n,x)sqrt[n](x)

lg(x)log_10(x)

log3(x)log_3(x)

log(a,x)log_a(x)

ln^2(x), ln(x)^2ln^2 x

pipi
alphaalpha
betabeta
sigmasigma
gammagamma
nunu
mumu
phiphi
psipsi
tautau
etaeta
rhorho
a123a_123
x_nx_n
mu11mu_11
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