IGCSE/ALevel课程暑期先修预备班课:新学期选课攻略看这篇就够用了! |
时间:2024-05-07 12:35:08 作者:网络 来源:网络 |
春季学期即将结束,你计划好暑假如何预习IGCSE/ALevel课程了吗?
作为提分进步的黄金学习时期,暑假一直都是大家超越同龄人,领先同班同学的好时机!这个暑假让我们的IGCSE/ALevel先修预备课程带你“提前起飞”!
![图片](/e/admin-houtai/mpimgs/1715056508_1715056596_1559.png)
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🌈 根据课程A*率
选择更容易拿高分的科目,对之后的学习上有一定的优势。以CAIE考试局为例列举了A*率较高的科目:
🔸化学:A*率20.7%
🔸组合科学:A*率21.8%
🔸物理:A*率25%
🔸附加数学:A*率27.4%
🌈 根据个人兴趣爱好
根据个人的兴趣爱好来选择专业也是一个不错的选择。毕竟IGCSE科目的成绩想拿到A*需要付出一定的努力。而对专业的兴趣爱好可以提升自身的学习动力。如果对理工科比较感兴趣,可以选物理、生物/化学。对商科感兴趣的学生,可以选择经济、会计。
🌈 结合未来专业发展方向
当自己感兴趣的科目和擅长/易得分的科目有所冲突时,同学们可以先收集目标院校和感兴趣专业的所有要求,再进行分析和选择。
举个例子:如果确定要申请的大学专业是 "金融/经济",那么大学对AL选课的要求是"数学、高数、经济",再回到IG阶段选课是"数学&经济"
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🌈 心仪院校的入学要求
在选择课程时,首先考虑想在大学中学习的科目,并在大学官网上查看该校对ALevel课程的要求。英国大学在招生的时候总是有那么点特殊的“小偏好”,尤其是英国的部分顶尖院校。
![图片](/e/admin-houtai/mpimgs/1715056508_1715056597_4139.png)
▲剑桥大学数学与物理专业入学要求
🌈 未来的职业规划方向
如果未来的职业目标明确,可以选择与该行业相关的课程,以这种方式选择课程是有远见的。未来想从事的行业取决于个人兴趣、长处、社会价值和收入。最新数据显示,医学、经济学和数学是收入最高的三大专业。
🌈 平衡课程难度和兴趣
ALevel课程难度不一,合理搭配课程难度,既能确保整体成绩的均衡,又能保持学习的动力。选择自己擅长且感兴趣的科目,可以提升学习效率和成绩。同时,考虑在课程组合中加入一两门挑战性科目,以展示学术广度和深度,但避免全部选择过难的课程而影响总体表现。
以ALevel数学为例,除了有Mathmatics(数学)外,还有Further Mathmatics(进阶数学)课程,对于数学基础不同的同学来说,需要谨慎选择。
A-Level进阶数学内容
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▶课程目的:针对重难点科目进行预习和同步学习,补缺补差,难度层层递进,帮助学生举一反三。
▶课程内容:精选主要考核知识模块,配套高频考点强化练习,易错题汇总分析,解决练习不足,缺少技巧性答题的问题。
▶授课语言:中英双语教学/纯英文授课
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🚩A-Level课程
2年制: 小班授课,4科+选修,9月入学 1.5年制: 小班授课,4科,入学时间:6月/12月入学 1年制: 小班授课,4科,9月入学
![图片](/e/admin-houtai/mpimgs/1715056508_1715056598_1098.png)
🚩招生对象
![图片](/e/admin-houtai/mpimgs/1715056508_1715056598_1739.png)
🚩学科课程
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关键字:ALevel预估分,ALevel课程,ALevel辅导,ALevel成绩,ALevel考试,ALevel选课,ALevel全日制辅导,IGCSE课程,IGCSE
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