Question

数学翻译

下面是高中数学的内容，麻烦高手们帮我翻一下，急用~谢谢~~
因为是新人，所以积分不高，还请大家都来帮忙，能翻多少是多少~谢谢~~~

第一章 集合于简易逻辑
第一节 集合
第二节 子集、全集、补集
第三节 交集、并集
第四节 含绝对值的不等式解法
第五节 一元二次不等式解法
第六节 逻辑连接词
第七节 四种命题
第八节 充分条件与必要条件

第二章 函数
第一节 函数
第二节 函数的表示法
第三节 函数的单调性
第四节 反函数
第五节 指数
第六节 指数函数
第七节 对数
第八节 对数函数
第九节 函数的应用

第三章 数列
第一节 数列
第二节 等差数列
第三节 等差数列前n项和
第四节 等比数列
第五节 等比数列前n项和

第四章 三角函数
第一节 角的概念的推广
第二节 弧度制
第三节 任意角的三角函数
第四节 同角三角函数的基本关系式
第五节 正弦、余弦的诱导公式
第六节 两角和与差的正弦、余弦、正切
第七节 而被搅得正弦、余弦、正切
第八节 正弦函数、余弦函数的图像和性质
第九节 函数y=Asin(ωx+φ)的图像性质
第十节 正切函数的图像和性质
第十一节 已知三角函数值求角

第五章 平面向量
第一节 向量
第二节 向量的加法与减法
第三节 实数与向量的积
第四节 平面向量的坐标运算
第五节 线段的定比分点
第六节 平面向量的数量积及运算律
第七节 平面向量数量积的坐标表示
第八节 平移
第九节 正弦定理、余弦定理
第十节 解斜三角行应用

第六章 不等式
第一节 不等式的性质
第二节 算术平均数与几何平均数
第三节 不等式的证明
第四节 不等式的解法
第五节 含有绝对值的不等式

第七章 直线和圆的方程
第一节 直线的倾斜角和斜率
第二节 直线的方程
第三节 两条直线的位置关系
第四节 简单的线性规划
第五节 曲线和方程
第六节 圆的方程

第八章 圆锥曲线方程
第一节 椭圆及其标准方程
第二节 椭圆的简单几何性质
第三节 双曲线及其标准方程
第四节 双曲线的简单几何性质
第五节 抛物线及其标准方程
第六节 抛物线的简单几何性质

第九章 直线、平面、简单几何体
第一节 平面
第二节 空间直线
第三节 直线与平面平行的判定和性质
第四节 直线与平面垂直的判定和性质
第五节 两个平面平行的判定和性质
第六节 两个平面垂直的判定和性质
第七节 棱柱
第八节 棱锥

第十章 排列、组合和二项式定理
第一节 分类计数原理与分步计数原理
第二节 排列
第三节 组合

第十一章 概率
第一节 随机事件的概率
第二节 互拆事件有一个发生的概率
第三节 相互独立事件同时发生的概率

Answer 1

不清楚你什么意思！
就把你所罗列的用机器帮你翻译了！

The first chapter sets the simple logic
Section 1 pool
Section II subset, the Complete Works, the meeting set
Section III crossover, and Set
IV solution containing the absolute inequality
Section V 1 yuan secondary inequality Solution
VI conjunction logic
Section VII four Proposition
VIII fully with the conditions necessary conditions

Chapter II Function
Section 1 function
Section II of the said Act function
Monotonic function of the third quarter
IV inverse function
Section V index
VI exponential function
Section VII of the few
VIII logarithmic function
Application of section IX function

Chapter III series
Section 1 series
Section II arithmetic series
Section III arithmetic series and the first n
IV geometric series
Section V geometric series and the first n

Chapter IV trigonometric function
Section I of the concept of promotion angle
Section II arc system
Section III arbitrary angle of trigonometric function
IV angle with the basic trigonometric function relationship
Section V sine, cosine induction formula
VI 16.20 and with the poor sine, cosine, tangent
Section VII was preventing sine, cosine, tangent
VIII sine function, the image and cosine function nature
Section IX function y = Asin (ω x + φ) nature of the image
Section 10 tangent function and nature of the image
Section 11 of the known values for angle trigonometric

Chapter V Plane Vector
Vector Section I
Section II vector addition and subtraction
Section III vector and the actual plot
IV plane vector coordinates computing
Section V segment of fixed point比分
VI plane plot, and the number of vector computing law
Section VII plane plot of the number of vector coordinates
VIII translation
Section IX Sine Theorem, cosine theorem
Section 10 of the oblique line of triangular

Chapter VI Inequality
The nature of the first quarter Inequality
Section II arithmetic average and geometric mean
Proof of the third quarter inequality
Inequality IV Solution
Section V contains the absolute inequality

Chapter VII of the circular and linear equations
Section I of the inclination angle and linear slope
Section II of the linear equation
Section III of the linear relationship of two
IV simple linear programming
Section V curves and equations
VI round equation

Chapter VIII conic equation
Section I oval and its standard equation
Section II of the elliptical nature of simple geometric
And the third standard hyperbolic equation
Section IV of simple geometric hyperbolic nature
Section V standards and parabolic equations
VI simple geometric nature of the parabola

Chapter IX straight, flat, simple geometry
Section I Plane
Section II linear space
Third straight and parallel plane and determine the nature of
Fourth straight vertical plane and determine the nature and
Section V of the two parallel plane and determine the nature of
Section VI of the two vertical plane and determine the nature of
Section VII Prism
VIII pyramid

Chapter 10 arrangement, composition and binomial theorem
Section I count Principle and step-by-step principle Counting
Section II order
Section III portfolio

Chapter 11 probability
Section I, the probability of random events
Section II mutual demolition of the incident there is a probability
Section III independent of the probability of simultaneous events

Answer 2

辛苦死我了..
The underneath is a senior high school the contents of mathematics, bother the superiors for me turn over once, urgent use~thanks~~
BE a New appointee, so the integral calculus isn't high, also invite everyone to help, can turn over how much is how much~thanks~~~

Chapter 1 gathers at the simple logic
Section 1 gather
Section 2 son gather, complete works, repair to gather
Section 3 hands over to gather, and gather
Section 4 contains an absolute value not equation a solution a method
Section 5 a dollar two times not the equation solve a method
Section 6 logic links a phrase
Section 74 kinds set question
Section 8 full condition and essential condition

Chapter 2 function
Section 1 function
Section 2 function means a method
The monotone of section 3 function
Section 4 anti- function
Section 5 index number
Section 6 index number function
Section 7 logarithms
Section 8 logarithms function
Section 9 function of applied

Number row
Section 1 few row
Section 2 gradation few row
Section 3 gradation few rows ex- n item with
Section 4's etc. compares few rows
Section 5 etc. than the few rows ex- n item with

Chapter 4 triangle function
The concept of section 1 Cape expand
Section 2 radian system
Section 3 arbitrarily horny triangle function
Section 4 together the basic relation type of the Cape triangle function
The inducement formula of section 5 sine, cosine
Section 6 two Capes with with bad of sine, cosine, is slice
Section 7 but is stir sine, cosine, is slice
The picture and property of section 8 sine function, cosine function
Section 9 function y=Asin(ω x+φ ) picture property
Section 10 is slice the picture and property of function
Section 11 has already known that the triangle function value begs Cape

Chapter 5 flat surface vector
Section 1 vector
The addition and subtraction of section 2 vector
Section 3 real amount and vector accumulate
The section 4 flat surface vector sits a mark operation
Section 5 line segment settles a score to order
The amount of section 6 flat surface vector accumulate and operates Lyu
The section 7 flat surface vector amount accumulate of sit a mark to mean
Section 8 is even to move
Section 9 sine axioms, cosine axioms
Section 10 solves inclined triangle application in the line

Chapter 6 not equation
Section 1 not the property of equation
Section 2 arithmetic equally counts with several average number
Section 3 not the equation prove
Section 4 not the solution method of equation
Section 5 implies an absolute value not equation

The square distance of chapter 7 straight line and circle
The angle of bank of section 1 straight line with inclined rate
The square distance of section 2 straight line
Section 3 two positions of straight lines relate to
The section 4 simple line program
Section 5 curve and square distance
The square distance of section 6 circle

Chapter 8 distance with square cone curve
Section 1 is oval and it standard square distance
Section 2 ovally in brief several properties
Section 3 double curve and it standard square distance
In brief several properties of section 4 double curve
Section 5 parabola and it standard square distance
Section 6 parabola in brief several properties

Chapter 9 straight line, flat surface, in brief several bodies
Section 1 flat surface
Section 2 space straight line
Section 3 straight line runs parallel with flat surface the ground judge with property
Section 4 straight line and flat surface are perpendicular of judge with property
Section 5 two flat surfaces parallelly judge with property
Section 6 is two flat surface perpendicular of judge with property
Section 7 Leng pillar
Section 8 Leng awl

Chapter 10 arrange, combination and binomial equation axioms
Section 1 classification counts principle and cent to tread to count principle
Section 2 arrange
Section 3 combine

Chapter 11 all rate
Section 1 random affairs all rate
Section 2 with each other dismantles affairs to have an occurrence all a rate
Section 3 is mutually independent ffairs simultaneous with of all rate

Answer 3

郁闷