2.招生人數(shù)：50人/年（秋招30人，春招20人）、10人/班
3.學制：
3年制適應對象：9年級、10年級
課程內(nèi)容：IG/BC-10、AS/BC-11、A2/BC-12
4年制適應對象：8年級優(yōu)秀學生、9年級
課程內(nèi)容：Foundation、IG/BC-10、AS/BC-11、A2/BC-12
4.入學考試
英語：45分鐘（筆試）
數(shù)學：45分鐘（筆試）
中文：10分鐘（面試）
英文：10分鐘（面試）
（1）語言知識Language Knowledge
要求考生掌握并能運用英語語音、詞匯、語法基礎(chǔ)知識以及所學功能意念和話題，要求詞匯量為3500左右。
Students are required to master and be able to use the basic knowledge of English pronunciation,vocabulary and grammar,as well as the ideas and topics they have learned.Vocabulary is about 3500.
（2）閱讀Reading
要求考生能讀懂英文書、報、雜志中關(guān)于一般話題的簡短文段以及公告、說明、廣告等，及科普類文章，并能從中獲取相關(guān)信息。考生應能：
Students are required to be able to read short articles on general topics in English books,newspapers and magazines,as well as announcements,descriptions,advertisements,and science articles,and can get relevant information.Students should be able to:
1.理解主旨要義；
Understand the main idea
2.理解文中具體信息；
Understand the details of the text
3.根據(jù)上下文推斷單詞和短語的含義；
Infer the meaning of words and phrases from the context
4.做出判斷和推理；
Make judgments and inferences
5.理解文章的基本結(jié)構(gòu)；
Understand the basic structure of the article
6.理解作者的意圖、觀點和態(tài)度。
Understand the author's intentions,views,and attitudes
（3）寫作Writing
要求考生根據(jù)提示進行書面表達?？忌鷳埽?br /> Students are required to write according to the prompt.Students should be able to:
1.清楚、連貫地傳遞信息，表達意思；
Communicate information and meaning clearly and coherently
2.有效運用所學語言知識。
Use language knowledge effectively
二、數(shù)學Mathematics
（1）基礎(chǔ)知識和基本技能Basic knowledge and skills
1.理解數(shù)和代數(shù)運算的算理和算法，能夠合理地進行基本運算與估算
Understand the arithmetic of Numbers and algebraic operations,and be able to perform basic operations and estimates reasonably
2.能夠表達幾何對象的大小、位置與特征；進行幾何圖形的分解與組合
Be able to express the size,location and characteristics of geometric objects and carry on the decomposition and combination of geometric figures
3.理解數(shù)據(jù)的含義，能夠結(jié)合實際需要有效地表達數(shù)據(jù)特征，能夠借助概率模型
Understand the meaning of data,be able to effectively express data characteristics in combination with practical needs,and be able to use probability model
4.解釋事件發(fā)生的概率
Explain the probability of the event happening
5.能夠借助計算器進行較復雜的運算
Be able to use a calculator for more complex operations
（2）解決問題的能力
The ability to solve the problem
能從數(shù)學角度提出問題、理解問題、并綜合運用數(shù)學知識解決問題?？己酥R點參考如下：
Be able to ask and understand problems from the view of mathematics,and comprehensively apply mathematical knowledge to solve problems.The knowledge points for assessment are as follows:
1.分數(shù)、小數(shù)、百分數(shù)、復合百分比，比例，指數(shù)
Fractions,Decimals,Percentages,Compound percentages,Ratios,Indices
2.科學計數(shù)法，有效數(shù)字，小數(shù)位
Standard form,Significant figures,Decimal places
3.單位換算
Converting measurements
4.一次方程，二次方程，方程組
Linear equations,Quadratic equations,Simultaneous equations
5.一次不等式
Linear inequalities
6.直線：斜率，截距，方程，圖像
Straight lines:gradient,intercept,equation,graph
7.二次函數(shù)圖像
Quadratic graphs
8.多邊形內(nèi)角和外角
Interior angles and exterior angles of an n-sided polygon
9.三角形、矩形、梯形的周長和面積
Perimeters and areas of triangle,rectangle and trapezium
10.圓形的周長和面積
Circumference and area of a circle
11.勾股定理，圓心角、圓周角、弦切角、相交弦等圓的基本定理
Pythagoras’Theorem,Circle Theorem
12.相似圖形
Similar shapes
13.尺規(guī)作圖：線段的垂直平分線，角平分線
Constructing a perpendicular bisector of a line,and angle bisector
14.子集、交集、并集、補集
Subsets,Intersection of sets,Union of sets,Complement of a set
15.平均數(shù)、眾數(shù)、中位數(shù)
Mean,Mode,Median
16.餅狀圖，條形圖，頻率分布圖
Pie chart,Bar chart,Frequency polygon
17.概率
Probability
18.質(zhì)因數(shù)、公因數(shù)、最小公倍數(shù)
Prime factors,Highest common factors,Lowest common multiples
19.計算器應用
Calculator work
20.因式分解
Factorising
21.正切比、正弦比、余弦比
Tangent,Sine and Cosine ratios
22.公式變形
Change of subject(Rearranging formulae)
上海加拿大BC高中課程說明
上海ALevel/BC課程招生簡章
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