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Mahgol F. (彼女, 28年)

Cardiff, 英国

Too hard to understand. I'll break it down for you.

だった

Hello! My name is Mahgol, and I am a passionate maths and physics tutor with 5 years of experience teaching students from diverse levels and backgrounds, including those with Speci... 続きを読む

教授法

A dedicated mathematics and physics tutor with over five years of experience, I specialize in supporting students across a wide range of academic levels and learning profiles, incl... 続きを読む

私は教えています

  • 学生の場所で
  • オンライン

教育オプション

  • プライベートレッスン
  • グループクラス

オンライン言語教育

  • 英語
  • £35

    現地時間給
  • $20

    オンライン時給
  • 24

    クラス

割引料金

  • £80

    5時間
  • £150

    10時間
  • £250

    15時間
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学歴

Master of Computational Mechanics

Swansea University

  • United Kingdom
  • 2025

BEng in Mechanical Engineering

Isfahan University of Technology

  • Iran (Islamic Republic of)
  • 2022

学習教材

PPTスライド

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ビデオレッスン

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学習ノート

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受け取ったレビュー

Yarra Morradi

5
London, United Kingdom

I have been having class with Miss Mahgol for over a year now and she is super knowledgable in GCSE and A level exam type as well as challenges that student might face. Highly recommended as her command over the topics both Math and Physics and intelligence makes learning enjoyable

投稿日: 16 6月, 2025

あなたへの質問

Q: What teaching methods do you use to help students learn Math concepts and solve problems?

Honestly, I use a mix of methods depending on the student, but at the core, I focus on simplifying the concept before complicating it. I usually start with real-life analogies or intuitive visuals to help them fel the math, not just see it as symbols. Then I break down the steps out loud, modeling how I think through the problem like a human in a way, not like a textbook.

Q: Do you have experience with online teaching platforms or virtual tutoring, and what is your preferred method of communication with students?

Yes, I’ve worked with quite a few online platforms and virtual tutoring setups—Zoom, Google Meet, Skype, even some app-based systems. I’ve taught one-on-one, small groups, and even larger webinars. I’m super comfortable adapting the tech to the student, not the other way around. Actually, I love working with cutting-edge tech.

Q: What Math topics or concepts are you particularly skilled in teaching, and how do you keep up to date with changes in the curriculum?

I’m especially strong in teaching core topics like algebra, geometry, calculus, and mechanicsbasically the ones that scare most students. I break them down in a way that makes sense, not just plug and chug. I'm also confident with higher-level topics like differential equations, linear algebra, and applied math for engineering or physics, depending on the student's level.

Q: How do you communicate with parents about their child's progress and any challenges they may be facing in learning Math?

I keep it real, but respectful. When I talk to parents, I aim for clarity without sugarcoating or overwhelming them with jargon. I’ll usually give a quick summary of what their child is doing well, where they’re struggling, and what we’re doing about italways with examples, not just vague comments like needs improvement.

Q: Do you provide any additional resources or materials to supplement your lessons, such as practice exercises or online tutorials?

Absolutely, I do. I don’t just teach and leave, I'm big on giving students the tools to practice and grow between sessions. I create and share customized practice sheets, topic checklists, cheat sheets, and sometimes even mini video explanations if a student needs to revisit a tricky concept in their own time.

Q: What is your approach to homework assignments, and how do you ensure students understand the concepts covered in class?

Before giving homework, I always make sure they actually understood the concept in class. I use mini checks, I would say like asking them to explain it back to me, or try a question cold, without help. If they can’t explain it, we don’t move on. No point assigning problems on shaky ground.

Q: What steps do you take to ensure that your teaching approach is compatible with the student's learning style?

First thing I do is observe and really observe how the student responds. Are they visual? Do they need to talk it out? Do they freeze when it’s abstract but shine when there’s a real-world example? I don’t assume I test different approaches early on and see what sticks.

Q: Do you have experience working with students with learning disabilities or special needs, and how do you adapt your teaching methods to accommodate their needs?

I adapt by slowing down, not dumbing down. I use clear, step-by-step instructions, repeat key points in different ways, and bring in more visuals or hands-on techniques when needed. I also check for understanding more often not just Do you get it? But show me how you’d explain this to someone else.

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