赣南卫生健康职业学院2023年单招考试大纲

<p>　　赣南卫生健康职业学院2023年单招考试大纲已经公布，单招考试内容包括&ldquo;文化素质&rdquo;和&ldquo;职业技能&rdquo;，下面是是具体的考试大纲，来了解下。</p> <p><img style="display: block; margin-left: auto; margin-right: auto;" 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" /></p> <p>　　<strong>一、考试性质</strong></p> <p>　　赣南卫生健康职业学院单独招生考试是在省教育厅统筹规划下，赣南卫生健康职业学院组织实施，省教育考试院进行考试录取监督，面向已完成江西省2023年普通高考报名考生的选拔性考试。</p> <p>　　<strong>二、考试科目与形式</strong></p> <p>　　考试分&ldquo;文化素质&rdquo;和&ldquo;职业技能&rdquo;两科目，均采用闭卷笔试，详见下表1。</p> <p>　　表1：单招考试科目一览表</p> <table style="border-collapse: collapse; width: 100%;" border="1"> <tbody> <tr valign="TOP"> <td height="24"> <p class="western" style="text-align: center;"><span lang="zh-CN"><strong>考试科目</strong></span></p> </td> <td style="text-align: center;" colspan="2"> <p class="western"><span lang="zh-CN"><strong>文化素质（满分</strong></span><span lang="en-US"><strong>200</strong></span><span lang="zh-CN"><strong>分）</strong></span></p> </td> <td style="text-align: center;" colspan="2"> <p class="western"><span lang="zh-CN"><strong>职业技能（满分</strong></span><span lang="en-US"><strong>250</strong></span><span lang="zh-CN"><strong>分）</strong></span></p> </td> </tr> <tr style="text-align: center;" valign="TOP"> <td height="18"> <p class="western"><span lang="zh-CN"><strong>试卷分部</strong></span></p> </td> <td> <p class="western"><span lang="zh-CN">语文</span></p> </td> <td> <p class="western"><span lang="zh-CN">数学</span></p> </td> <td> <p class="western"><span lang="zh-CN">职业适应性测试</span></p> </td> <td> <p class="western"><span lang="zh-CN">医学基础</span></p> </td> </tr> <tr style="text-align: center;" valign="TOP"> <td height="18"> <p class="western"><span lang="zh-CN"><strong>各部分值</strong></span></p> </td> <td> <p class="western"><span lang="en-US">100</span></p> </td> <td> <p class="western"><span lang="en-US">100</span></p> </td> <td> <p class="western"><span lang="en-US">100</span></p> </td> <td> <p class="western"><span lang="en-US">150</span></p> </td> </tr> <tr valign="TOP"> <td style="text-align: center;" height="21"> <p class="western"><span lang="zh-CN"><strong>考试时间</strong></span></p> </td> <td style="text-align: center;" colspan="2"> <p class="western"><span lang="en-US">90</span><span lang="zh-CN">分钟</span></p> </td> <td colspan="2"> <p class="western" style="text-align: center;"><span lang="en-US">120</span><span lang="zh-CN">分钟</span></p> </td> </tr> </tbody> </table> <p>　　<strong>三、文化素质(语文)考试大纲</strong></p> <p>　　(一)考试要求</p> <p>　　旨在考查学生汉语基础知识及其应用能力，包括汉语知识积累、语言理解、分析综合、鉴赏能力和表达应用。详情如下：</p> <p>　　1.知识积累：要求学生能识记常用的字词、文化常识和名言名句名篇。</p> <p>　　2.理解能力：要求学生能理解现代文、文言文中重要词语、句子和段落等，以及日常交际中语言的意思。</p> <p>　　3.分析综合能力：即分解剖析和归纳整理能力。要求学生在阅读的过程中，能够筛选并整合信息;剖析语言表达的意思、态度和观点等。</p> <p>　　4.鉴赏评价能力：即对阅读材料的鉴别、赏析和评价能力。要求学生能对现代文和古诗文进行鉴赏、分析和评价。</p> <p>　　5.表达应用能力：即汉语知识的综合运用。要求学生能在一定情景下正确运用语言表达想法、观点和态度等。</p> <p>　　(二)考试内容</p> <p>　　1.语文基础：主要考查学生汉语基础识记和表达应用。</p> <p>　　(1)知识识记</p> <p>　　①识记现代汉语普通话常用字的字音</p> <p>　　②识记并正确书写现代常用规范汉字</p> <p>　　③识记常见的名家名句名篇</p> <p>　　(2)表达应用</p> <p>　　①正确使用标点符号</p> <p>　　②正确使用词语(包括成语)</p> <p>　　③辨析并修改病句</p> <p>　　④辨析并运用常见修辞方法</p> <p>　　⑤语言表达简明、连贯、得体、准确、鲜明、生动</p> <p>　　2.现代文阅读：主要考查现代文阅读理解、分析综合与鉴赏评价。</p> <p>　　①筛选并整合文中的信息</p> <p>　　②赏析文章语句结构，把握创作思路背景</p> <p>　　③归纳文章内容要点，理解作者思想观点</p> <p>　　3.文言文阅读：主要考查最基本的文言文阅读理解、分析综合与鉴赏能力。题型为选择题。</p> <p>　　①理解和辨析常见古汉语字词的含义</p> <p>　　②赏析文中重要句子的含意和作者的观点</p> <p>　　③归纳文章内容要点，概括中心意思</p> <p>　　3.应用文写作：考查考生应用文书写作能力。在通知、求职信、请示、函、倡议书、工作计划、工作总结、调查报告、述职报告、会议记录、医学简报等中，抽考其中2种。</p> <p>　　(三)试卷结构</p> <p>　　本部分试难题约10%，中等难度题约20%，容易题约70%。试卷结构如下表2。</p> <p>　　表2.文化素质(语文)试卷结构一览表</p> <table style="border-collapse: collapse; width: 100%;" border="1"> <tbody> <tr valign="TOP"> <td height="18"> <p class="western" style="text-align: center;"><span lang="zh-CN"><strong>内容</strong></span></p> </td> <td style="text-align: center;"> <p class="western"><span lang="zh-CN"><strong>题型</strong></span></p> </td> <td style="text-align: center;"> <p class="western"><span lang="zh-CN"><strong>题量</strong></span></p> </td> <td style="text-align: center;"> <p class="western"><span lang="zh-CN"><strong>每题分值（分）</strong></span></p> </td> <td style="text-align: center;"> <p class="western"><span lang="zh-CN"><strong>小计（分）</strong></span></p> </td> </tr> <tr style="text-align: center;" valign="TOP"> <td rowspan="2" height="22"> <p class="western"><span lang="zh-CN">语文基础</span></p> </td> <td> <p class="western"><span lang="zh-CN">选择题</span></p> </td> <td> <p class="western"><span lang="en-US">3</span></p> </td> <td> <p class="western"><span lang="en-US">5</span></p> </td> <td> <p class="western"><span lang="en-US">15</span></p> </td> </tr> <tr style="text-align: center;" valign="TOP"> <td> <p class="western"><span lang="zh-CN">判断题</span></p> </td> <td> <p class="western"><span lang="en-US">10</span></p> </td> <td> <p class="western"><span lang="en-US">1</span></p> </td> <td> <p class="western"><span lang="en-US">10</span></p> </td> </tr> <tr style="text-align: center;" valign="TOP"> <td height="19"> <p class="western"><span lang="zh-CN">现代文阅读</span></p> </td> <td> <p class="western"><span lang="zh-CN">选择题</span></p> </td> <td> <p class="western"><span lang="en-US">4</span></p> </td> <td> <p class="western"><span lang="en-US">5</span></p> </td> <td> <p class="western"><span lang="en-US">20</span></p> </td> </tr> <tr style="text-align: center;" valign="TOP"> <td height="19"> <p class="western"><span lang="zh-CN">文言文阅读</span></p> </td> <td> <p class="western"><span lang="zh-CN">选择题</span></p> </td> <td> <p class="western"><span lang="en-US">3</span></p> </td> <td> <p class="western"><span lang="en-US">5</span></p> </td> <td> <p class="western"><span lang="en-US">15</span></p> </td> </tr> <tr style="text-align: center;" valign="TOP"> <td height="19"> <p class="western"><span lang="zh-CN">应用文写作</span></p> </td> <td> <p class="western"><span lang="zh-CN">写作题</span></p> </td> <td> <p class="western"><span lang="en-US">2</span></p> </td> <td> <p class="western"><span lang="en-US">20</span></p> </td> <td> <p class="western"><span lang="en-US">40</span></p> </td> </tr> <tr valign="TOP"> <td style="text-align: center;" colspan="2" height="18"> <p class="western"><span lang="zh-CN"><strong>题量合计</strong></span></p> </td> <td style="text-align: center;"> <p class="western"><span lang="en-US"><strong>22</strong></span></p> </td> <td style="text-align: center;"> <p class="western"><span lang="zh-CN"><strong>满分</strong></span></p> </td> <td> <p class="western" style="text-align: center;"><span lang="en-US"><strong>100</strong></span></p> </td> </tr> </tbody> </table> <p>　　<strong>四、文化素质(数学)考试大纲</strong></p> <p>　　(一)考试要求</p> <p>　　旨在考查学生的数学基础知识及实际运用能力，包括数学运算、直观想象、逻辑推理、数学抽象、数据分析和数学建模等。详情如下：</p> <p>　　1.数学运算：依据数学运算法则与公式对具体对象进行变形的演绎过程。</p> <p>　　2.直观想象：借助几何直观和空间想象感知事物的形体与变化的思维形式，利用图形理解、分析和解决数学问题的心理过程。</p> <p>　　3.逻辑推理：从一些事实和命题出发，依据推理规则获得其他命题的过程。</p> <p>　　4.数学抽象：舍去事物的一切物理属性，提取数学研究对象的思维过程。</p> <p>　　5.数据分析：对研究对象获取数据，运用统计方法对数据进行整理、分析和推断，形成关于研究对象的知识和规律的过程。</p> <p>　　6.数学建模：对现实问题进行数学抽象，用数学语言表达问题、用数学知识与方法构建模型解决问题的过程。</p> <p>　　(二)考试内容</p> <p>　　1.集合</p> <p>　　(1)了解集合的含义及表示，元素与集合的隶属关系;</p> <p>　　(2)理解集合间的包含、相等关系;</p> <p>　　(3)会进行集合的交、并运算。</p> <p>　　2.函数</p> <p>　　(1)理解函数的概念，能求函数定义域和函数值，了解函数图像的平移关系;</p> <p>　　(2)了解简单的分段函数，并能进行简单的计算和应用;</p> <p>　　(3)理解函数的四种特性，会进行简单的分析;</p> <p>　　(4)理解幂函数、指数函数、对数函数、三角函数的概念、图像和性质，会进行相关的计算和应用;</p> <p>　　(5)理解三角函数的周期性，掌握诱导公式、基本恒等关系式，并能进行一定的计算和应用;</p> <p>　　(6)理解正弦型曲线、二次函数的概念、图像和性质，会进行相关的计算和应用。</p> <p>　　3.立体几何</p> <p>　　(1)认识并能画出简单的空间图形;</p> <p>　　(2)理解空间点、直线、平面的位置关系，了解常见的用于推理依据的公理和定理，会进行简单命题的判定。</p> <p>　　4.平面解析几何</p> <p>　　(1)理解直线的点斜式、两点式、斜截式和一般式方程，会根据直线方程进行位置判定和进行相关计算;</p> <p>　　(2)了解直线斜截式方程与一次函数的关系，能求两直线的交点坐标;</p> <p>　　(3)掌握圆的标准方程和一般方程，能判定直线与圆、圆与圆之间的位置关系;</p> <p>　　(4)掌握椭圆、双曲线、抛物线的定义、图形、离心率和标准方程，知道它们简单的几何性质，会进行简单的综合计算。</p> <p>　　5.平面向量</p> <p>　　(1)理解平面向量及其运算的概念、几何意义;</p> <p>　　(2)掌握平面向量的线性运算及其性质，会用坐标进行有关运算;</p> <p>　　(3)掌握平面向量的模和数量积的概念、性质，会用坐标进行有关运算。</p> <p>　　6.数列</p> <p>　　(1)理解等差数列、等比数列的相关概念和通项公式，知道等差中项、等比中项的概念;</p> <p>　　(2)能在具体问题情境中识别数列的等差或等比关系，并能进行简单的综合计算。</p> <p>　　7.不等式</p> <p>　　(1)了解常见的不等式关系，能进行简单的不等式求解，会从问题中抽象出一元二次不等式;</p> <p>　　(2)通过图像了解一元二次不等式与相应的二次函数、一元二次方程之间的联系，并会求解有关问题。</p> <p>　　8.概率与统计</p> <p>　　(1)了解概率的统计定义，理解等可能事件的古典概型，会进行简单的古典概型概率计算;</p> <p>　　(2)掌握概率的加法公式，会计算样本平均数和标准差。</p> <p>　　(三)试卷结构</p> <p>　　本部分中等难度题约10%，容易题约90%。试卷结构如下表3。其中解答题需写出文字说明或演算步骤。</p> <p>　　表3.文化素质(数学)试卷结构一览表</p> <table style="border-collapse: collapse; width: 100%;" border="1"> <tbody> <tr valign="TOP"> <td height="20"> <p class="western" style="text-align: center;"><span lang="zh-CN"><strong>题型</strong></span></p> </td> <td style="text-align: center;"> <p class="western"><span lang="zh-CN"><strong>题量</strong></span></p> </td> <td style="text-align: center;"> <p class="western"><span lang="zh-CN"><strong>每题分值（分）</strong></span></p> </td> <td style="text-align: center;"> <p class="western"><span lang="zh-CN"><strong>小计（分）</strong></span></p> </td> </tr> <tr style="text-align: center;" valign="TOP"> <td height="24"> <p class="western"><span lang="zh-CN">选择题</span></p> </td> <td> <p class="western"><span lang="en-US">16</span></p> </td> <td> <p class="western"><span lang="en-US">5</span></p> </td> <td> <p class="western"><span lang="en-US">80</span></p> </td> </tr> <tr style="text-align: center;" valign="TOP"> <td height="24"> <p class="western"><span lang="zh-CN">判断题</span></p> </td> <td> <p class="western"><span lang="en-US">10</span></p> </td> <td> <p class="western"><span lang="en-US">2</span></p> </td> <td> <p class="western"><span lang="en-US">20</span></p> </td> </tr> <tr valign="TOP"> <td style="text-align: center;" height="21