funksiyaning nuqtadagi limiti. bir tomonlama limitlar

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1576494745.doc b x f a x = ® ) ( lim 32 2 lim ) ( lim 5 5 2 2 = = = ® ® n x n x x x f n n 32 ) ( lim 2 = ® x f x ) 0 ( 1 cos ) ( ¹ = x x x f { } { } þ ý ü î í ì = ² þ ý ü î í ì + = ¢ p p n x n x n n 2 1 , ) 1 4 ( 2 0 2 ) 1 4 ( cos ) ( = + = ¢ p n x f n 1 2 cos ) ( = = ² p n x f n 1 ) ( lim , 0 ) ( lim = ² = ¢ ¥ ® ¥ ® n n n n x f x …

ематический пакет для всех. в.н.говорухин, в.г.цибулин, мир, 1997 4) пакет символьных вычислений maple v. г.в. прохоров и др. "петит", 1997 5) математическая система maple v. в.п.дьяконов, "солон", 1998 6) maple v power edition. б.м. манзон, "филин", 1998. 7) агарева о.ю., введенская е. в., осипенко к. ю. предел функции. непрерывностъ ( методические указания к практическим занятиям по теме : maple ( в курсе математического анализа). москва 1999. 8) www.ziyonet.uz _1028966648.unknown _1028972348.unknown _1164130394.unknown _1164134991.unknown _1189581460.unknown _1223131597.unknown _1223132626.unknown _1223041867.unknown _1223044580.unknown _1223040865.unknown _1165712030.unknown _1167230698.unknown _1167230715.unknown _1165712059.unknown _1167229536.unknown _1164135001.unknown _1164135005.unknown _1164130467.unknown _1164134891.unknown _1164134987.unknown _1164134881.unknown _1164130439.unknown _1164130454.unknown _1164130418.unknown _1040776441.unknown _1040776446.unknown _1164127975.unknown _1164128114.unknown _1164128126.unknown _1164128300.unknown _1164130041.unknown _1164128118.unknown _1164128093.unknown _1164128107.unknown _1164128044.unknown _1164127934.unknown _1164127958.unknown _1159617581.unknown _1161180122.unknown _1161180184.unknown _1159617582.unknown _1040776448.unknown _1126193054.unknown _1040776443.unknown _1040776445.unknown _1040776442.unknown _1028972470.unknown _1040776439.unknown _1040776440.unknown _1028972644.unknown _1040776180.unknown _1028972683.unknown _1028972590.unknown _1028972366.unknown _1028972409.unknown _1028972365.unknown _1028970165.unknown _1028970730.unknown _1028971826.unknown _1028972240.unknown _1028972308.unknown _1028972207.unknown _1028971595.unknown _1028970478.unknown _1028970627.unknown _1028970437.unknown _1028970367.unknown _1028967058.unknown _1028967482.unknown _1028967813.unknown _1028967076.unknown _1028966931.unknown _1028967038.unknown _1028966716.unknown _1028964984.unknown _1028965940.unknown _1028966189.

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1576494745.doc b x f a x = ® ) ( lim 32 2 lim ) ( lim 5 5 2 2 = = = ® ® n x n x x x f n n 32 ) ( lim 2 = ® x f x ) 0 ( 1 cos ) ( ¹ = x x x f { } { } þ ý ü î í ì = ² þ ý ü î í ì + = ¢ p p n x n x n n 2 1 , ) 1 4 ( 2 0 2 ) 1 4 ( cos ) ( = + = ¢ p n x f n 1 2 cos ) ( = = …

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