Jun Kai - 數學老师 - Kuala Lumpur
免費試聽課
Jun Kai - 數學老师 - Kuala Lumpur

「超級教授」是目前Superprof最高級別的老師,代表優秀的個人資料、出色的文憑,以及有保證的反饋時間。 Jun Kai 將精心安排你的第一節數學課程。

Jun Kai

「超級教授」是目前Superprof最高級別的老師,代表優秀的個人資料、出色的文憑,以及有保證的反饋時間。 Jun Kai 將精心安排你的第一節數學課程。

  • 每小時收費 NT$ 1596
  • 平均答覆時間 2小時
  • 學生

    Nombre d'élèves que Jun Kai a accompagné depuis son arrivée sur Superprof

    37

    Nombre d'élèves que Jun Kai a accompagné depuis son arrivée sur Superprof

Jun Kai - 數學老师 - Kuala Lumpur
  • 5 (12則評論)

NT$ 1596/小時

免費試聽課

聯絡

免費試聽課

免費試聽課

  • 數學
  • 代數
  • 三角法
  • 統計學
  • 數學 A

数学考试轻松拿高分!资深导师辅导 SPM 数学与高等数学、IGCSE 数学与高等数学、A-Level 数学与进阶数学

  • 數學
  • 代數
  • 三角法
  • 統計學
  • 數學 A

課程地點

超級教授

「超級教授」是目前Superprof最高級別的老師,代表優秀的個人資料、出色的文憑,以及有保證的反饋時間。 Jun Kai 將精心安排你的第一節數學課程。

關於Jun Kai

您好!我是一名充满热忱且经验丰富的数学导师,目前在马来西亚一所知名补习中心任教,拥有超过5年的教学经验,已成功帮助许多学生在数学考试中显著提升成绩。

我专注于教授 SPM 数学与高等数学、IGCSE 数学与高等数学,以及 CIE A-Level 数学与进阶数学(Further Maths),熟悉各大考试体系与出题方向,能够针对学生弱点进行高效提升。

目前,我正在马来亚大学(Universiti Malaya)数学学院攻读精算学学士学位。在学术方面,我在2022年 SPM 中考获12A(数学与附加数学 A+),并在 CIE A-Level 中取得3A(数学 A),具备扎实的学术背景与优秀的成绩证明。

我的教学方式注重理解与应用,善于将复杂的数学概念拆解为简单易懂的步骤,帮助学生真正掌握解题技巧,而不仅仅是死记硬背。同时,我也会根据每位学生的程度与学习进度量身定制教学方法,帮助他们建立信心,在考试中取得理想成绩。

如果你正在寻找一位耐心、负责且能有效提升成绩的数学导师,我会是你的理想选择!

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關於課程

  • 國中
  • 高中一年級
  • 高中三年級
  • +3
  • 程度 :

    國中

    高中一年級

    高中三年級

    高中二年級

    國小

    其他教育項目

  • 中文

課程可使用的語言 :

中文

- 一对一线上个性化教学
- 针对难点提供循序渐进的讲解,确保真正理解
- 专注考试技巧与高效解题策略训练
- 根据学生的强项与弱点量身定制学习计划
- 时间安排灵活,配合你的学习进度

无论你是在某些课题上遇到困难,亦或是希望冲刺高分,我都会以有趣且有系统的教学方式,帮助你真正掌握数学。让我们一起努力,实现你的学业目标!

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價格

每小時收費

  • NT$ 1596

包堂價格

  • 5小時: NT$ 7981
  • 10小時: NT$ 15962

線上

  • NT$ 1596/小時

免費試聽課

Jun Kai 提供的第一堂課將讓你們互相認識,你也可以在試聽課中提出你對課程的需求。

  • 1小時

詳細說明

课程费用与咨询
由于每位学生的目标与基础不同,课程费用将根据学习程度与需求进行个性化调整。

欢迎联系我,并提供以下信息:

- 你的学习阶段(SPM / IGCSE / A-Level)
- 需要加强的单元
- 考试时间与目标

我会根据你的情况,推荐最适合你的学习方案。

影片

更多關於Jun Kai的資訊

更多關於Jun Kai的資訊

  • When did you develop an interest in your chosen field and in private tutoring?

    I developed an interest in math during my secondary school years, when I began to appreciate how math could be applied in real-life situations. My passion for private tutoring started soon after I helped my classmates understand difficult topics, and I realised how satisfying it was to make a difference in someone’s learning journey.
  • Tell us more about the subject you teach, the topics you like to discuss with students (and possibly those you like a little less).

    I mainly teach Mathematics and Additional Mathematics. I enjoy discussing topics that challenge students to think creatively, such as problem-solving. I find it exciting to show students how abstract formulas connect to real-world concepts.
  • Did you have any role models; a teacher that inspired you?

    Yes, I had a math teacher who completely changed my perception of the subject. He was patient, passionate, and deeply committed to ensuring every student understood the core concepts before moving on. He taught me that teaching isn’t just about transferring knowledge but also about inspiring curiosity and persistence. His lessons were clear yet challenging, and he always encouraged students to think independently. His dedication made me realize how powerful a good teacher can be in shaping a student’s confidence and attitude toward learning. That experience strongly influenced my decision to become a tutor.
  • What do you think are the qualities required to be a good tutor?

    A good tutor needs patience, adaptability, and strong communication skills. Patience allows a tutor to guide students at their own pace, while adaptability ensures lessons are personalized to suit each student’s learning style. Clear communication helps make complex topics understandable and approachable.
  • Provide a valuable anecdote related to your subject or your days at school.

    I remember once struggling with a difficult math problem for hours during my school days. My teacher didn’t give me the answer immediately, instead, he guided me with small hints until I finally solved it myself. The feeling of accomplishment was unforgettable. That experience taught me that understanding comes through effort and reflection, not shortcuts. Today, as a tutor, I applied the same approach, I don’t just give solutions, but I lead my students to discover them.
  • What were the difficulties or challenges you faced or still facing in your subject?

    One challenge I faced in my subject was learning how to bridge the gap between understanding and application. In mathematics, it is one thing to know formulas, but another to apply them flexibly in problem-solving. I initially struggled with this transition, especially when faced with non-routine questions. However, through consistent practice and exposure to different question styles, I learned to analyse problems more deeply. As a tutor now, I focus on helping students overcome this same challenge, turning memorization into mastery by emphasizing logical reasoning and real understanding rather than rote learning.
  • 7) Do you have a particular passion? Is it teaching in general or an element of the subject or something completely different?

    My greatest passion lies in teaching itself, which is the process of transforming confusion into clarity. I find joy in seeing students gain confidence and start enjoying a subject they once feared. Teaching gives me the opportunity to grow alongside my students, and that continuous learning aspect is something I truly cherish.
  • What makes you a Superprof (besides answering this interview questions :-P) ?

    What makes me a Superprof is my dedication to understanding each student’s learning style and building a lesson plan that suits them best. I don’t believe in a one-size-fits-all approach, instead, I focus on clear explanations, active engagement, and continuous feedback. I also make sure my students feel comfortable asking questions without fear of judgment. My lessons go beyond academics, I aim to instill confidence, curiosity, and a genuine interest in learning. Ultimately, I believe being a Superprof means being more than a tutor, it means being a mentor, motivator, and supporter.
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