ratsional kasrlarni eng sodda kasrlarga yoyish yo’li bilan ratsional funksiyalarni integrallash

DOC 249,0 KB Bepul yuklash

Sahifa ko'rinishi (5 sahifa)

Pastga aylantiring 👇

1662970113.doc r x q x p x b x b x b x b a x a x a x a m n m m m m n n n n ( ) ( ) ( ) .... .... = = + + + + + + + + - - - - 0 1 1 1 0 1 1 1 ) ( ) ( ) ( r ) ( x q x p m n x x q × × × × × × × × × q x p x q x r x m n ( ) ( ) ( ) ( ) = × + q x p x q x r x p x m n n ( ) ( ) ( ) ( ) ( ) = + r x p x n ( ) ( ) r x p x n ( ) …

iii. turdagi integrallarni ko’rib chiqamiz: suratda kasrning maxrajidan olingan hosilani ajratamiz. (x2+px+q)1 =2x+p integrallardan birinchisi ln|x2+px+q| ga teng. ikkinchi integralni hisoblash uchun maxrajida to’liq kvadratni ajratamiz. x2+px+qq bunda , chunki shartga ko’ra demak, ikkinchi integral jadval integraliga keladi. shunday qilib, 1-misol . integralni hisoblang. yechish: suratda maxrajining hosilasini ajratamiz. (x2+4x+8)1=2x+4 birinchi integral ln|x2+4x+8| ga teng. ikkinchi integralning maxrajida to’liq kvadrat ajratamiz. (x2+4x+8)=(x+2)2-4+8=(x+2)2+22 natijada quyidagini hosil qilamiz. 2-misol. integralni hisoblang. yechish: a=0 bo’lgani uchun maxrajida to’liq kvadratni ajratishdan boshlaymiz. bundan endi iv turdagi integralni hisoblaymiz. bunda ham x2+px+q uchxadning hosilasini ajratishdan boshlaymiz. birinchi integralni hisoblasak bo’ladi: ikkinchi integralni hisoblaymiz: belgilashlarni kiritamiz. deb olamiz. oxirgi integralga bo’laklab integrallash formulasini qo’llaymiz: agar deb belgilasak, quyidagini hosil qilamiz. 1) bu jarayon quyidagi integralni hosil qilgunimizcha davom etadi. (1) formula rekurent (qaytuvchan) formula deyiladi. 3-misol. integralni hisoblang yechish: uchxaddan to’liq kvadrat ajratamiz. embed unknown natijada quyidagi integralni hosil qilamiz. belgilaymiz. almashtirishni bajaramiz. deb belgilaymiz. (1) …

.unknown _1011503545.unknown _1011503546.unknown _1011503544.unknown _1011503538.unknown _1011503540.unknown _1011503542.unknown _1011503539.unknown _1011503535.unknown _1011503536.unknown _1011503534.unknown _1011503519.unknown _1011503526.unknown _1011503528.unknown _1011503530.unknown _1011503527.unknown _1011503523.unknown _1011503524.unknown _1011503520.unknown _1011503513.unknown _1011503516.unknown _1011503517.unknown _1011503514.unknown _1011503511.unknown _1011503512.unknown _1011503510.unknown

ratsional kasrlarni eng sodda kasrlarga yoyish yo’li bilan ratsional funksiyalarni integrallash - Page 4

ratsional kasrlarni eng sodda kasrlarga yoyish yo’li bilan ratsional funksiyalarni integrallash - Page 5

Ko'proq o'qimoqchimisiz?

Faylni Telegram orqali bepul yuklab oling.

To'liq faylni yuklab olish

"ratsional kasrlarni eng sodda kasrlarga yoyish yo’li bilan ratsional funksiyalarni integrallash" haqida

1662970113.doc r x q x p x b x b x b x b a x a x a x a m n m m m m n n n n ( ) ( ) ( ) .... .... = = + + + + + + + + - - - - 0 1 1 1 0 1 1 1 ) ( ) ( ) ( r ) ( x q x p m n x x q × × × × × × × × × q x p x q x r x m n ( ) ( ) ( ) ( ) = × + q x p x q x r x p x m …

DOC format, 249,0 KB. "ratsional kasrlarni eng sodda kasrlarga yoyish yo’li bilan ratsional funksiyalarni integrallash"ni yuklab olish uchun chap tomondagi Telegram tugmasini bosing.

Teglar: ratsional kasrlarni eng sodda k… DOC Bepul yuklash Telegram