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1、reserve cadre training platform. Select 12 thought good, strong, young, high culture of talent into the village two committees reserve cadres, through to the town, spending, party members stepped up their training in the form of distance education, solidified the eighth village election work basis.
2、-Grass-roots level, carry out the four-three activities. In accordance with the unified plan of the County and township cadres actively supporting work, members of leadership each supporting a family difficulties and poor people in a family, all . Disaster relief acts of violation of policies such a
3、s special inspections, ordered rectification of the problems, for signs of problems, early warning, early prevention. As of now, I organize all cadres and workers with about 80 people to the County Commission visited the cultural corridor; invited the County discipline inspection Wang Yi fang, Deput
4、y Secretary of the independent Commission against corruption forum a while to update and repair the Gallery culture village, of honest and clean government promotion of special issue of the voice of the independent Commission against corruption had been published 4 issues; and the independent Commis
5、sion against corruption message platform, periodically sends the text messages more than 2000 pieces of the ICAC. (B) pay special attention to party building and promote the Council for economic planning, further optimization of the industrial structure of agriculture. -Consolidating and improving t
6、he benefits of traditional industries. I adopted to increase scientific and technological training, and introducing high-tech agricultural production, increase the efficiency of traditional industries, further strengthening and consolidating the traditional industry. Up to now, the Township 22746 ac
7、res of rubber plantation area, 5.12 million Yuan output value; betel nut cultivation area of 2279 acres, 5.3 million Yuan output value; powder banana planting area of 940 acres, 4.77 million Yuan output value; puzzle area of 670 acres, 1.61 million Yuan output value. -Rational planning industrial di
8、stribution. Further optimize the agricultural structure, supporting plant Mulberry sericulture, melon, papaya and such short, flat, fast special advantage industries. First, mulberry sericulture project. In 2015, the new Mulberry 147 acres, the township now retain Mulberry gardens area of 1097 acres
9、, a total of 18 batches for silkworm rearing, production value amounted to 1.7292 million Yuan, an increase of 24.29% and increase farmers income 1.4698 million Yuan; second, vegetable industry is gratifying. Make full use of regional advantages, and strive to build XX green vegetable brands. This y
10、ear I planted vegetables mainly to cucumber, bitter melon, white beans, winged bean, and planting an area of 550 acres, total 1414 tons, increasing peasants income of 228.72; third, papaya fruit industry was strengthened. To build can tracing famous agricultural brand, fruit papaya has became provin
11、cial quality brand agricultural, in province, and county level used field detection + agricultural tracing II dimension code + supermarket sales platform of agricultural Super docking mode, greatly to improve spring papaya of quality and benefits, and direct supermarket, ensure has papaya planting h
12、ouseholds interests of maximize, makes papaya industry became I Xiang farmers increase of new highlights. The year 2015, Papaya fruit plant 320 acres, more than 2.24 million Yuan output value; four special livestock breeding begins to take shape一、答题方式 答题方式为闭卷，笔试二、试卷题型结构 试卷题型结构为：单选题、填空题、解答题、证明题、综合题三、
13、考试大纲 （一）函数、极限、连续与间断 考试内容 函数的概念及表示法：函数的有界性、单调性、周期性和奇偶性、复合函数、反函数分段函数和隐函数、基本初等函数的性质及其图形、初等函数、函数关系的建立。 数列极限与函数极限的定义及其性质：函数的左极限与右极限、无穷小量和无穷大量的概念及其关系、无穷小量的性质及无穷小量的比较、极限的四则运算。 极限存在的两个准则：单调有界准则和夹逼准则、两个重要极限、函数连续的概念、函数间断点的类型、初等函数的连续性、闭区间上连续函数的性质。 考试要求 1、理解函数的概念，掌握函数的表示法，会建立简单应用问题的函数关系。 2、了解函数的有界性、单调性、周期性和奇偶性。
14、 3、理解复合函数及分段函数的概念，了解反函数及隐函数的概念。 4、掌握基本初等函数的性质及其图形，了解初等函数的概念。 5、理解极限的概念，理解函数左极限与右极限的概念以及函数极限存在与左、右极限之间的关系。 6、掌握极限的性质及四则运算法则。 7、掌握极限存在的两个准则，并会利用它们求极限，掌握利用两个重要极限求极限的方法。 8、理解无穷小量、无穷大量的概念，掌握无穷小量的比较方法，会用等价无穷小量求极限。 9、理解函数连续性的概念（含左连续与右连续），会判别函数间断点的类型。 10、了解连续函数的性质和初等函数的连续性，理解闭区间上连续函数的性质（有界性、最大值和最小值定理、介值定理），
15、并会应用这些性质。 （二）导数计算及应用 考试内容 导数和微分的概念、导数的几何意义和物理意义、函数的可导性与连续性之间的关系、平面曲线的切线和法线、导数和微分的四则运算、基本初等函数的导数、复合函数、反函数隐函数以及参数方程所确定的函数的导数、高阶导数、一阶微分形式的不变性、微分中值定理、洛必达（LHospital）法则、函数单调性的判别、函数的极值、函数的最大值和最小值、函数图形的凹凸性、拐点及渐近线、函数图形的描绘。 考试要求 1、理解导数和微分的概念，理解导数与微分的关系，理解导数的几何意义，会求平面曲线的切线方程和法线方程，了解导数的物理意义，会用导数描述一些物理量，理解函数的可导性与连续性之间的关系。 2、掌握导数的四则运算法则和复合函数的求导法则，掌握基本初等函数的导数公式；了解微分的四则运算法则和一阶微分形式的不变性，会求函数的微分。 3、了解高阶导数的概念，会求简单函数的高阶导数。 4、会求分段函数的导数，会求隐函数和由参数方程所确定的函数以及反函数的导数。 5、理解并会使用罗尔(Rolle)定理，拉格朗日(Lagrange)中值定理和泰勒(Taylor)定理。 6、掌握用洛必达法则求未定式极限的方法。 7、理解函数的极值概
