【正文】
( 3) :9— 10. [5] 譚榮 . 泰勒公式的應(yīng)用 [J]. 和田師范??茖W(xué)校學(xué)報 , 2022, 28( 1) :190— 192. [6] 徐 香勤 , 張小勇 .關(guān)于泰勒公式的幾點(diǎn)應(yīng)用 [J] . 河南教育學(xué)院學(xué)報 , 2022, 14( 2) :16— 17. [7] 王殿元 . 帶不同型余項(xiàng)泰勒公式的證明 [J] . 電大理工 , 2022, 4( 205) :36— 38. [8] 胡格吉樂吐 . 對泰勒公式的理解及泰勒公式的應(yīng)用 [J] . 內(nèi)蒙古科技與經(jīng)濟(jì) , 2022, 24( 4) :73 [9] 徐志堯 . 泰勒公式余項(xiàng)的一種一般型 [J] . 江西工業(yè)工程職業(yè)技術(shù)學(xué)院 學(xué)報, 2022, 1:575— 576. [10] 陳妙琴 . 泰勒公式在證明不等式中的應(yīng)用 [J] . 寧德師專學(xué)報 , 2022, 19( 2) :154— 156. 。 Connaught Type remainder integral。 Peanotype remainder。s formula is a very important mathematics content, it said some of the plex function approximation to a simple polynomial function, which simplify the function of analysis and research to make it a powerful lever for other mathematical problems. but generally only the high number of teaching describes how to start the function with the Taylor formula, while the Taylor formula approach does not indepth discussions, students in the teaching process from the often difficult for learning to use. This paper describes some of the basic content of Taylor39。 題 目 泰勒公式的余項(xiàng)及其應(yīng)用 摘 要 ................................................................................................................. 0 Abstract .............................................................................................................. 0 1 引言 .................................................................................................................. 1 2 帶積帶皮亞諾余項(xiàng)的泰勒公式及其的應(yīng)用 ................................................. 1 帶皮亞諾余項(xiàng)的泰勒公式 ............................................................................................ 1 帶皮亞諾余項(xiàng)的泰勒公式的應(yīng)用 ................................................................................ 1 3 帶積分型余項(xiàng)的泰勒公式及其應(yīng)用 ............................................................. 4 帶積分型余項(xiàng)的泰勒公式 ............................................................................................ 4 帶積分型余項(xiàng)泰勒公式的應(yīng)用 ...............................................