sonlar ketma – ketligi

DOC 425,0 КБ Бесплатная загрузка

Предварительный просмотр (5 стр.)

Прокрутите вниз 👇

1662970009.doc a x n n = ¥ ® lim ( a x yoki n = lim ) a x yoki n ® a x n n = ¥ ® lim ¥ = ¥ ® n n x lim ¥ = ¥ ® n n 2 lim 0 lim = ¥ ® n n x a x n n - = a n x 2 1 3 1 4 1 n 1 n n a x a + = n a 0 > " e e + = n n x n n n n 1 1 1 + = + n 1 2 1 1 e ) ( e n ) ( e n n > e e n ) ( e n 2 1 1 - e ÷ ø ö ç è æ - e = 2 1 1 e n 0 > e e e e => + …

4+() intervaldan iborat; ( ga istalgan musbat qiymatlarni berib, koordinatasi 4 ga teng nuqtaning hamma atroflarini hosil qilamiz. tanlangan ( uchun 4-( 0 son olinganda ham shunday natural n0 son topilib, barcha n > n0 uchun a-( 0 da ( x – c( =( c – c( = 0 n0 uchun ( xn( >m tengsizlik o’rinli bo’lsa, {xn} ketma – ketlikning limiti deb qaraladi va yoki kabi belgilanadi. agar har qanday m > 0 son berilganda ham shunday n0(n son topilsaki, barcha n > n0 uchun xn > m(xn n bo’lganda bajariladi, bu esa . b) endi absalyut miqdor farqini topamiz: . berilgan n ni shunday tanlaymizki tengsizlik bajarilsin. bu tengsizlikni yechib: . deb, da . agar bo’lsa, , bundan ketma – ketlikning 6-hadidan boshlab barcha hadlari intervalda yotadi. 2 – m i s o l. ushbu 0,1; 0,11; 0,111; … ketma – ketlikning limiti ga teng. i s b …

1526381.unknown _1225878663.unknown _1225878685.unknown _1201526653.unknown _1201526725.unknown _1201526043.unknown _1201526128.unknown _1200473196.unknown _1201525007.unknown _1200473125.unknown _1199865960.unknown _1199865979.unknown _1199865937.unknown _1199865899.unknown _1199865910.unknown _1199865887.unknown _1199865831.unknown _1199865853.unknown _1199865864.unknown _1199865843.unknown _1199865792.unknown _1199865807.unknown _1199865780.unknown _1199178784.unknown _1199181190.unknown _1199183215.unknown _1199183563.unknown _1199865747.unknown _1199865759.unknown _1199184470.unknown _1199865722.unknown _1199184355.unknown _1199183346.unknown _1199183466.unknown _1199183278.unknown _1199182629.unknown _1199182883.unknown _1199183150.unknown _1199182691.unknown _1199181937.unknown _1199182277.unknown _1199182475.unknown _1199181398.unknown _1199179649.unknown _1199180635.unknown _1199181057.unknown _1199179757.unknown _1199179410.unknown _1199179486.unknown _1199179331.unknown _1199114191.unknown _1199178611.unknown _1199178774.unknown _1199114331.unknown _1199114096.unknown _1199114102.unknown _1199113914.unknown _1199108843.unknown _1199112617.unknown _1199113117.unknown _1199113248.unknown _1199113368.unknown _1199113165.unknown _1199112918.unknown _1199112961.unknown _1199112657.unknown _1199110809.unknown _1199112363.unknown _1199112437.unknown _1199112287.unknown _1199110834.unknown _1199109888.unknown _1199110542.unknown _1199110656.unknown _1199110011.unknown _1199109744.unknown _1199109807.unknown _1199109342.unknown _1199109534.unknown _1199109640.unknown _1199109522.unknown _1199108933.unknown _1199100771.unknown _1199104238.unknown _1199104453.unknown _1199108615.unknown _1199108762.unknown _1199108248.unknown _1199106399.unknown _1199108234.unknown _1199106364.unknown _1199104563.unknown _1199106279.unknown _1199104396.unknown _1199104419.unknown _1199104278.unknown _1199102760.unknown _1199102800.unknown _1199102961.unknown _1199102449.unknown _119

9102607.unknown _1199102683.unknown _1199100897.unknown _1199033076.unknown _1199100396.unknown _1199100578.unknown _1199033958.unknown _1199032500.unknown _1199032540.unknown _1199032425.unknown _1199024512.unknown _1199030951.unknown _1199031200.unknown _1199031323.unknown _1199032185.unknown _1199031305.unknown _1199031026.unknown _1199031063.unknown _1199030974.unknown _1199024585.unknown _1199030879.unknown _1199030929.unknown _1199027699.unknown _1199024533.unknown _1199024554.unknown _1199024202.unknown _1199024482.unknown _1199024496.unknown _1199024446.unknown _1199024460.unknown _1199024247.unknown _1199024225.unknown _1199023950.unknown _1199024082.unknown _1199024181.unknown _1199023970.unknown _1199023885.unknown

Хотите читать дальше?

Скачайте полный файл бесплатно через Telegram.

Скачать полный файл

О "sonlar ketma – ketligi"

1662970009.doc a x n n = ¥ ® lim ( a x yoki n = lim ) a x yoki n ® a x n n = ¥ ® lim ¥ = ¥ ® n n x lim ¥ = ¥ ® n n 2 lim 0 lim = ¥ ® n n x a x n n - = a n x 2 1 3 1 4 1 n 1 n n a x a + = n a 0 > " e e + = n n x n n n n 1 1 1 + = + n 1 2 1 1 e ) ( e n ) ( e n n > e e n ) …

Формат DOC, 425,0 КБ. Чтобы скачать "sonlar ketma – ketligi", нажмите кнопку Telegram слева.

Теги: sonlar ketma – ketligi DOC Бесплатная загрузка Telegram