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Tekslikdagi geometrik shakllarning yuzasi aniq integral orqali qanday hisoblanadi?
Geometrik shaklni ifodalovchi funksiyadan olingan integral orqali hisoblanadi
Aylanma jismning hajmi aniq integral yordamida qanday hisoblanadi?
funksiya kvadratidan olingan integralni piga ko'paytmasi bilan topiladi
y=3x^(-4)+e^x-sinx+1/x
(-x)^(-3)+e^x+cosx+ln|x|
y=C O'zgarmas funksiyaning integrali nimaga teng
Cx
Xosmas integrallar necha turga bo'linadi?
2
[0;5] kesmada y=4 funksiyani OX o'qi atrofida aylantirishdan hosil bo'lgan jism hajmioni toping
80Đż
Integral yordamida qanday kattaliklarni hisoblash mumkin?
Sirt yuzasi, jism hajmi
[1;e] kesmada 1/x funksiyaning integralini hisoblang
1
[1;3] kesmada 2x-3 funksiyaning integralini hisoblang
2
1/(x+2) ni integralini toping
ln(x+2)+C
4sin4x ni integralini toping
-cos4x+C
cos2x ni integralini toping
(sin2x)/2+C
3x^2 integralini toping
x^3+C
Integrallashning usullarini ayting
bevosita integrallash, bo'laklab integrallash, o'rniga qo'yish usuli bilan integrallash
Differensiallash nima?
Hosila olish
Integrallash nima?
Boshlang'ich funksiya olish
f(x)dx nima?
Integral ostidagi ifoda
F(x) funksiya f(x) funksiyaga qanday funksiya bo'ladi?
Boshlang'ich funksiya
Integral amaliga teskari amalni toping
Hosila
Integral hisobning asosiy formulasi
Nyuton-Leybnis formulasi
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