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Since May 2018
Instructor since May 2018
Translated by GoogleSee original
Tutoring math-physique-svp-history middle / high school level
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From 26.95 £ /h
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The support classes that I propose are designed to help your children learn in these disciplines, which sometimes require a lot of work and bring out difficulties. Those which, nevertheless, are necessary to undertake higher studies.
It is now 2 years that I give private lessons, I could use my experience in the service of your children.
Extra information
Have a workbook by subject.
Location
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At student's location :
  • Around Paris, France
Age
Children (7-12 years old)
Teenagers (13-17 years old)
Adults (18-64 years old)
Seniors (65+ years old)
Student level
Beginner
Intermediate
Advanced
Duration
60 minutes
The class is taught in
French
English
German
Availability of a typical week
(GMT -05:00)
New York
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At student's home
Mon
Tue
Wed
Thu
Fri
Sat
Sun
00-04
04-08
08-12
12-16
16-20
20-24
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Mounir
I am a qualified engineer from Arts et Métiers ParisTech and followed a preparatory class, accumulating more than 10 years of experience as a private mathematics teacher. My goal is to help your child reach their full academic potential in mathematics and develop skills that will prepare them for a bright future.

Why choose my courses?

Would you like your child to:

Significantly improve your results in mathematics/physics-chemistry?
Join a selective curriculum?
Become independent and confident in your abilities?
Over the last 5 years, I have had the privilege of supporting more than 30 French students, from middle school (sixth, fifth, fourth, third) to high school (second, first, terminale), towards academic success. My students obtained good averages, passed the certificate, the baccalaureate and the preparatory classes, while strengthening their self-confidence.

My teaching method in 3 steps:

Short term: Immediate improvement in average by assimilating the course and preparing for assessments. This includes assimilating the course, taking notes, practicing standard exercises, anticipating teachers' expectations and test questions, as well as acquiring writing methods.

Medium term: Integration of reasoning and working methods. Your child will learn to work regularly in this order: assimilation, training exercises, preparation for assessments and analysis of results.

Long term: Establishing clear goals, building the steps to achieve them, realizing the SIMPLICITY of mathematics, building confidence in your abilities and unlocking your child's potential.

Details of the formula:

One to two sessions of 1h30/2h per week to assimilate the course and prepare for the evaluations.
Classes delivered via Google Meet for effective online learning.
Use of a virtual whiteboard to facilitate the assimilation of concepts.
Access to an online library including 10 mathematics reference books.
Over 1000 online exercises to strengthen math skills.
Questions ?

Contact me now on Apprentus, and I will respond quickly. Together, we can give your child the future they deserve through an exceptional math education.

Don't let this opportunity pass you by! Book today for outstanding results in mathematics.

Give your child the future they deserve with exceptional math lessons!
verified badge
Asir
Whether you're discovering the beauty of chess, tackling school math and physics, or diving deep into university-level theory, I offer personalized, high-level tutoring tailored to your goals.

🎓 About Me

* Chess: 2500+ online rating, victories over titled players, years of coaching experience
* Academics: Physics research experience at MIT and CERN; currently pursuing a Master’s in Theoretical Physics at École Polytechnique
* Teaching: 7+ years of tutoring thousands of students across 10+ countries, specializing in IB, A Levels, AP, SAT, GRE, and more
* Competitions: Coaching for Physics and Math Olympiads (AMC, AIME, BPhO, USMO, etc.)

📚 Subjects Offered

♟ Chess Coaching

* For all levels: beginner to advanced
* Game analysis, openings, endgames, and strategic training
* Tournament preparation and online play improvement

📐 Mathematics

* School-level math: algebra, geometry, trigonometry, calculus, statistics, etc.
* University-level topics: Real & Complex Analysis, Multivariable & Vector Calculus, Linear & Abstract Algebra, Topology & Logic, Bayesian & Frequentist Statistics, etc.
* Olympiad & contest training (AMC, AIME, UKMT, etc.)

🌌 Physics

* High school: Mechanics, Waves, Electromagnetism, Modern Physics
* University-level: Classical Mechanics, Thermodynamics, Quantum Mechanics, Special Relativity
* Lab report guidance & competition prep (IB HL Physics, BPhO, SAT II, etc.)

🧭 What to Expect

* Engaging, personalized instruction
* Structured curriculum or flexible, goal-oriented sessions
* Clear explanations, deep insights, and problem-solving strategies
* Experience working with neurodivergent and gifted students alike

📍 Online Format | Global Availability | 1-on-1 or Group Sessions

Whether you’re preparing for a test, a tournament, or just want to learn for the love of it — I’ll meet you where you are and help you reach where you want to be.
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Yassine
🎓 Associate Professor of Mathematics – Make a difference in your studies!**

With several years of experience as a teacher, examiner and examiner, I support pupils and students of all levels to achieve their academic goals and pass competitions or exams.

### **📘 Supported Levels and Specialties:**
- **High school:** Terminale (French mission) and 2 Bac Sciences Maths.
- **Preparatory Classes (CPGE):** MP, PSI, MPSI, PCSI, ECS, ECT.
- **Universities:** Bachelor's and Master's courses in science or economics.

---

### **🔑 Methodology:**
1. **Complete assimilation of the course**: Ensure that each concept is fully understood before moving on to practice.
2. **Targeted and progressive exercises**: A bank of varied and in-depth exercises, adapted to the specific needs of each student.
3. **Structure and organization**: Helps to develop effective and sustainable working methods.
4. **Tailor-made support**: Sessions adapted to each student to maximize their potential.
5. **Additional Resources**:
- **Video recording of each session** for review at any time.
- **Annotated PDF** containing all the notes and explanations shared during the course.

---

### **🎯 My strong points:**
- **Rigor and pedagogy**: Courses designed for clear and lasting understanding.
- **Flexibility**: Availability 5 days a week, with online courses via Google Meet.
- **Personalized follow-up**: Contact between sessions to answer questions.

---

**💻 Prices adjustable according to level and terms.
**📲 Contact me now for an initial discussion and an assessment of your needs.
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Elias
🧪 IB Chemistry Apprentice Lesson Plan

Topic: The Electromagnetic Spectrum
Level: IB Year 1 (Apprentice)
Duration: 60 minutes

Lesson Objectives

By the end of this lesson, students should be able to:

‣ Describe the electromagnetic spectrum and identify its different regions.
‣ Understand and apply the equation c = fλ.
‣ Differentiate between a continuous spectrum and a line spectrum.
‣ Explain the concept of quantized energy in atoms.

Lesson Outline

Introduction (0–5 minutes)
Start the lesson by asking students a few engaging questions:
What are some examples of invisible light or radiation around us?
Why do we wear sunscreen?

Allow brief responses, then explain that all of these examples are part of the electromagnetic spectrum, which we will study today.

Teaching Phase 1 – Overview of the Electromagnetic Spectrum (5–15 minutes)
Introduce the electromagnetic spectrum. Explain that it is a range of all electromagnetic waves, which vary by frequency and wavelength. Emphasize that all electromagnetic waves travel at the same speed in a vacuum – the speed of light, c = 3.00 × 108 m/s.
Key formula to introduce: c = fλ, where:
c = speed of light
f = frequency (Hz)
λ = wavelength (m)

Point out that high-frequency waves have short wavelengths and higher energy (like gamma rays), while low-frequency waves have long wavelengths and lower energy (like radio waves). Display a spectrum diagram showing the range from radio to gamma rays, with visible light in the center.

Teaching Phase 2 – Spectrum Types: Continuous vs. Line Spectrum (15–25 minutes)
Explain the difference between continuous and line spectra.

A continuous spectrum** contains all wavelengths in a range, like a rainbow produced when white light passes through a prism.
A line spectrum** shows only specific wavelengths or frequencies. This happens when excited electrons fall back to lower energy levels and release photons of specific energies.
Explain that energy is **quantized**—electrons cannot have just any amount of energy; only specific values are allowed. Use the helium line spectrum image as an example.

Real-World Examples and Class Discussion (35–45 minutes)
Give students three practical examples and discuss their uses:

1. Microwaves – Used in cooking and communications.
2. Ultraviolet (UV) rays – Cause sunburn; used in sterilizing equipment.
3. Gamma rays– Used in cancer treatment and in detecting radioactive materials.

Ask students:
Where do you see or use electromagnetic waves in your daily life?
Encourage short contributions to reinforce understanding.

Student Exercises (45–55 minutes)
Have students complete these three questions individually:

1. A wave has a frequency of 6.0 × 1014 Hz. Calculate its wavelength using c = 3.00 × 108 m/s.
2. Explain the difference between a continuous and line spectrum, with an example of each.
3. Why are gamma rays more dangerous to humans than radio waves?

Wrap-Up and Recap (55–60 minutes)
Call on a few students to briefly summarize one key thing they learned.
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Contact Jeanne
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Similar classes
arrow icon previousarrow icon next
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Mounir
I am a qualified engineer from Arts et Métiers ParisTech and followed a preparatory class, accumulating more than 10 years of experience as a private mathematics teacher. My goal is to help your child reach their full academic potential in mathematics and develop skills that will prepare them for a bright future.

Why choose my courses?

Would you like your child to:

Significantly improve your results in mathematics/physics-chemistry?
Join a selective curriculum?
Become independent and confident in your abilities?
Over the last 5 years, I have had the privilege of supporting more than 30 French students, from middle school (sixth, fifth, fourth, third) to high school (second, first, terminale), towards academic success. My students obtained good averages, passed the certificate, the baccalaureate and the preparatory classes, while strengthening their self-confidence.

My teaching method in 3 steps:

Short term: Immediate improvement in average by assimilating the course and preparing for assessments. This includes assimilating the course, taking notes, practicing standard exercises, anticipating teachers' expectations and test questions, as well as acquiring writing methods.

Medium term: Integration of reasoning and working methods. Your child will learn to work regularly in this order: assimilation, training exercises, preparation for assessments and analysis of results.

Long term: Establishing clear goals, building the steps to achieve them, realizing the SIMPLICITY of mathematics, building confidence in your abilities and unlocking your child's potential.

Details of the formula:

One to two sessions of 1h30/2h per week to assimilate the course and prepare for the evaluations.
Classes delivered via Google Meet for effective online learning.
Use of a virtual whiteboard to facilitate the assimilation of concepts.
Access to an online library including 10 mathematics reference books.
Over 1000 online exercises to strengthen math skills.
Questions ?

Contact me now on Apprentus, and I will respond quickly. Together, we can give your child the future they deserve through an exceptional math education.

Don't let this opportunity pass you by! Book today for outstanding results in mathematics.

Give your child the future they deserve with exceptional math lessons!
verified badge
Asir
Whether you're discovering the beauty of chess, tackling school math and physics, or diving deep into university-level theory, I offer personalized, high-level tutoring tailored to your goals.

🎓 About Me

* Chess: 2500+ online rating, victories over titled players, years of coaching experience
* Academics: Physics research experience at MIT and CERN; currently pursuing a Master’s in Theoretical Physics at École Polytechnique
* Teaching: 7+ years of tutoring thousands of students across 10+ countries, specializing in IB, A Levels, AP, SAT, GRE, and more
* Competitions: Coaching for Physics and Math Olympiads (AMC, AIME, BPhO, USMO, etc.)

📚 Subjects Offered

♟ Chess Coaching

* For all levels: beginner to advanced
* Game analysis, openings, endgames, and strategic training
* Tournament preparation and online play improvement

📐 Mathematics

* School-level math: algebra, geometry, trigonometry, calculus, statistics, etc.
* University-level topics: Real & Complex Analysis, Multivariable & Vector Calculus, Linear & Abstract Algebra, Topology & Logic, Bayesian & Frequentist Statistics, etc.
* Olympiad & contest training (AMC, AIME, UKMT, etc.)

🌌 Physics

* High school: Mechanics, Waves, Electromagnetism, Modern Physics
* University-level: Classical Mechanics, Thermodynamics, Quantum Mechanics, Special Relativity
* Lab report guidance & competition prep (IB HL Physics, BPhO, SAT II, etc.)

🧭 What to Expect

* Engaging, personalized instruction
* Structured curriculum or flexible, goal-oriented sessions
* Clear explanations, deep insights, and problem-solving strategies
* Experience working with neurodivergent and gifted students alike

📍 Online Format | Global Availability | 1-on-1 or Group Sessions

Whether you’re preparing for a test, a tournament, or just want to learn for the love of it — I’ll meet you where you are and help you reach where you want to be.
verified badge
Yassine
🎓 Associate Professor of Mathematics – Make a difference in your studies!**

With several years of experience as a teacher, examiner and examiner, I support pupils and students of all levels to achieve their academic goals and pass competitions or exams.

### **📘 Supported Levels and Specialties:**
- **High school:** Terminale (French mission) and 2 Bac Sciences Maths.
- **Preparatory Classes (CPGE):** MP, PSI, MPSI, PCSI, ECS, ECT.
- **Universities:** Bachelor's and Master's courses in science or economics.

---

### **🔑 Methodology:**
1. **Complete assimilation of the course**: Ensure that each concept is fully understood before moving on to practice.
2. **Targeted and progressive exercises**: A bank of varied and in-depth exercises, adapted to the specific needs of each student.
3. **Structure and organization**: Helps to develop effective and sustainable working methods.
4. **Tailor-made support**: Sessions adapted to each student to maximize their potential.
5. **Additional Resources**:
- **Video recording of each session** for review at any time.
- **Annotated PDF** containing all the notes and explanations shared during the course.

---

### **🎯 My strong points:**
- **Rigor and pedagogy**: Courses designed for clear and lasting understanding.
- **Flexibility**: Availability 5 days a week, with online courses via Google Meet.
- **Personalized follow-up**: Contact between sessions to answer questions.

---

**💻 Prices adjustable according to level and terms.
**📲 Contact me now for an initial discussion and an assessment of your needs.
verified badge
Elias
🧪 IB Chemistry Apprentice Lesson Plan

Topic: The Electromagnetic Spectrum
Level: IB Year 1 (Apprentice)
Duration: 60 minutes

Lesson Objectives

By the end of this lesson, students should be able to:

‣ Describe the electromagnetic spectrum and identify its different regions.
‣ Understand and apply the equation c = fλ.
‣ Differentiate between a continuous spectrum and a line spectrum.
‣ Explain the concept of quantized energy in atoms.

Lesson Outline

Introduction (0–5 minutes)
Start the lesson by asking students a few engaging questions:
What are some examples of invisible light or radiation around us?
Why do we wear sunscreen?

Allow brief responses, then explain that all of these examples are part of the electromagnetic spectrum, which we will study today.

Teaching Phase 1 – Overview of the Electromagnetic Spectrum (5–15 minutes)
Introduce the electromagnetic spectrum. Explain that it is a range of all electromagnetic waves, which vary by frequency and wavelength. Emphasize that all electromagnetic waves travel at the same speed in a vacuum – the speed of light, c = 3.00 × 108 m/s.
Key formula to introduce: c = fλ, where:
c = speed of light
f = frequency (Hz)
λ = wavelength (m)

Point out that high-frequency waves have short wavelengths and higher energy (like gamma rays), while low-frequency waves have long wavelengths and lower energy (like radio waves). Display a spectrum diagram showing the range from radio to gamma rays, with visible light in the center.

Teaching Phase 2 – Spectrum Types: Continuous vs. Line Spectrum (15–25 minutes)
Explain the difference between continuous and line spectra.

A continuous spectrum** contains all wavelengths in a range, like a rainbow produced when white light passes through a prism.
A line spectrum** shows only specific wavelengths or frequencies. This happens when excited electrons fall back to lower energy levels and release photons of specific energies.
Explain that energy is **quantized**—electrons cannot have just any amount of energy; only specific values are allowed. Use the helium line spectrum image as an example.

Real-World Examples and Class Discussion (35–45 minutes)
Give students three practical examples and discuss their uses:

1. Microwaves – Used in cooking and communications.
2. Ultraviolet (UV) rays – Cause sunburn; used in sterilizing equipment.
3. Gamma rays– Used in cancer treatment and in detecting radioactive materials.

Ask students:
Where do you see or use electromagnetic waves in your daily life?
Encourage short contributions to reinforce understanding.

Student Exercises (45–55 minutes)
Have students complete these three questions individually:

1. A wave has a frequency of 6.0 × 1014 Hz. Calculate its wavelength using c = 3.00 × 108 m/s.
2. Explain the difference between a continuous and line spectrum, with an example of each.
3. Why are gamma rays more dangerous to humans than radio waves?

Wrap-Up and Recap (55–60 minutes)
Call on a few students to briefly summarize one key thing they learned.
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