AP、IB或A-Level(AL)都是现在热门的课程体系,这三项课程体系有什么区别?哪个难度更高?不同国家留学应该如何选择?今天一起来了解一下吧!
欢迎添加老师
进行一对一咨询
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A-Level即普通教育高级证书(General Certificate of Education Advanced Level),是英国的国民教育课程,也是英国学生进入大学前的主要学术资格。这一体系为学生提供了广泛且深入的学科选择,以帮助他们准备进入大学或职业领域。
在两年的A-Level课程中,第一年被称为AS(Advanced Subsidiary)阶段。在这个阶段,学生通常会选择自己最擅长或最感兴趣的3-4门课程来学习。
第二年被称为A2阶段。在这一阶段,学生通常会继续学习他们在AS阶段选择的3-4门课程,并进一步深化对这些学科的理解。
英国本土的考试局有CAIE、Edexcel、AQA、OCR、ICAAE、WJEC、CEA、SQA,中国较常见的考试局有爱德思Edexcel、剑桥大学国际考试局CAIE、牛津AQA。
评分模式:A-Level的成绩分为A、B、C、D、E、U六个等级,A为优,E为通过,U为不及格。如果学生对某门课的成绩不满意,可以选择重考,成绩以较好的一次为准。
IB课程(International Baccalaureate,简称IB)是由国际文凭组织(IBO)专为3-19岁的学生所设计的课程,分为“小学项目-IBPYP、中学项目-IBMYP、大学预科-IBDP、职校IBCP”等不同课程,对应不同的学习阶段。
IB文凭最高分为45分,其中包括6门课程的42分(每门7分),以及TOK+EE+CAS各1分,总分3分,只有3分都拿到,才能获得IB diploma。45为最高分满分,40分以上算高分,申请常春藤大学的学生需要分数在40分及以上。
三大核心课程包括:
TOK(认识论):跨学科的课程,教导学生多方位和多层次的角度去思考和分析问题,测试形式为写作与口述;
CAS(创意行动与服务):IBDP文凭的学生都必须完成至少150小时的创意、行动与服务活动。
EE (拓展论文):要求学生进行一次调查研究,内容包括所学课程中的知识点,写出4000字的研究论文。
IB课程国际认可度高,课程进度与考试安排均与大学相似,因此IB课程的学生在进入大学后更容易适应;IB课程有着丰富的学科和规范化的课程,更有助于培养学生全面发展和国际化的视野,为学生将来就读大学、进入职场、参加面试打好的基础。
AP(Advanced Placement)是由美国大学理事会(College Board)创办的美国大学先修课程,帮助学生在高中阶段提前学习大学难度的课程并参加同等水平的考试。
AP(Advanced Placement)是由美国大学理事会(College Board)创办的美国大学先修课程,帮助学生在高中阶段提前学习大学难度的课程并参加同等水平的考试。
AP考试每年8-10月份报名,并于次年5月举行全球统一考试。考试评分采用5分制:5分代表优异;4分代表优秀;3分代表合格:2分代表可能合格;1分代表不予推荐
AP成绩是学生能够胜任美国大学课程的有力证明,这将大大增加申请美国名校的竞争力,为申请成功加一重保障,同时学生的AP成绩还可以用来增加GPA成绩、换取美国大学学分等。
AP课程体系
特点:
提供广泛的学科领域,涵盖自然科学、社会科学、人文学科和艺术等。
学术挑战性强,课程内容深入广泛,等同于大学一年级水平。
侧重实用性,侧重学以致用,有利于职业发展。
允许学生根据兴趣自由选择科目。
优势:
适合理科基础较好的学生,尤其对于中国学生来说,数理化AP考试较易取得高分。
可提前赢得大学学分,减轻大学学业的负担。
美国大学预修课程,适合以美国为主要留学目标的学生。
IB课程体系
特点:
强调全面发展,包含六个基础学科领域,要求每个组各选择1门课程。
真正的国际化课程,不受任何国家政府的干预或影响。
包含三个核心课程:知识理论、专题论文和创造行动和服务。
优势:
面向全球大学,几乎所有英语国家大学均认可IB文凭。
培养学生的综合素质和批判思维,强调创新项目、社区服务等。
适合没有偏科现象,希望接受全面国际化教育的学生。
A-Level课程体系
特点:
英国的大学入学考试课程,类似于国内的高中文凭教育。
涵盖50多门科目供学生选择,一般选择三到四门。
成绩被全球认可,最常用于英国本科申请。
优势:
适合特长明显且短板突出的学生,可以专注于自己的优势科目。
没有必修课程、选修课程等限制,学生有更多的自由度和选择权。
适用于希望申请英国及部分欧美大学的学生。
留学目的地:如果目标国家是美国,AP是首选;如果目标国家是英国或全球范围内,IB和A-Level都是不错的选择。
个人兴趣和优势:如果理科基础好,AP和A-Level的理科课程可能更适合;如果希望全面发展,IB是更好的选择。
学术追求:如果追求全面均衡的知识结构和能力素养,IB是首选;如果希望提前赢得大学学分或专注于某个领域,AP或A-Level可能更适合。
经济预算:IB课程的学费普遍较高,而AP和A-Level课程的学费相对较低。
英国、澳洲、中国香港:首选A-Level课程
加拿大:BC、OSSD或者A-Level课程
美国:美高AP课程、IB课程
香港:DSE课程
尚未确定方向:偏理科选A-Level更适合;学习能力强、不偏科,自我管理能力好可以挑战IB课程
择校、竞赛备考、暑假班
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AL/AP/IB暑假班课来啦
让这个暑假 ,不留遗憾!
IB数学课程、IB物理课程、IB化学课程、IB生物课程、IB中文课程、IB英语课程、IB计算机课程等科目课程培训
微积分AB、微积分BC、微观经济、宏观经济、AP英语语言与写作、心理学/微积分AB、微积分BC、计算机科学A/环境科学、物理C电磁学和力学、统计学/AP生物、微积分AB、微积分BC、化学、AP计算机科学A、计算机科学原理、环境科学 宏观经济、微观经济物理C电磁学、物理C力学/AP统计、美国政府和政治/AP生物、微积分AB、微积分BC、化学、环境科学、AP微积分AB、统计、AP生物、化学等科目培训班
爱德思考试局、cie考试局、牛津AQA考试局都有 alevel进阶数学,爱德思AS数学,Alevel化学、物理、数学、alevel生物、alevel计算机科学、英语文学、alevel经济、alevel历史等科目培训班
![AP/IB/ALevel](/e/admin-houtai/mpimgs/1717119067_1717119350_8998.png)
IGCSE普通数学、IGCSE进阶数学;IGCSE英语语言和英语文学、IGCSE生物、IGCSE物理/化学、IGCSE数学、进阶数学等、农业、生物、化学、环境管理、物理等、IGCSE地理、历史、世界文学、IGCSE会计、经济研究、计算机科学等科目培训班
IB|AP|A-Level|IGCSE课程开设班型
先行班、同步培优班、直通车、冲刺班
授课人数:3-6人小班课程/一对一授课模式
上课方式:线上网课直播/线下校区(各个城市私信)同步上课
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