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Bosh sahifa/Kurs ishlari | Algebra/Binomial differensialni integrallash
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Binomial differensialni integrallash

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Binomial differensialni integrallash Binomial differensialni integrallash. Ushbu ifoda binomial differensial deyiladi, bunda -ratsional sonlar. Binomial differensialning integrali (2) ni qaraymiz. Bu integral quyidagi hollarda ratsional funksiyaning integraliga keladi: 1)-butun son. Bu holda va ratsional sonlar maxrajlarining eng kichik umumiy karralisini orqali belgilab, (2) integralda almashtirish bajarilsa, (2) integral ratsional funksiyaning integraliga keladi. 4-misol. Ushbu integral hisoblansin. ◄ Bu integralni quyidagicha

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#va#umumiy#differensial#kichik#eng#bu#ratsional#ni#sonlar#orqali#holda#funksiyaning#ifoda#ushbu#almashtirish#quyidagi#integral#integrallash#binomial#(2)#integrali#bunda#integralni#keladi.#1)#quyidagicha#keladi:#hollarda#belgilab#sonlar.#integralda#integrallash.#deyiladi#son.#differensialni#-ratsional#differensialning#qaraymiz.#integraliga#-butun#maxrajlarining#karralisini#bajarilsa#4-misol.#hisoblansin.
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Soffchi PhD

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