Beyond the Textbook: 5 Common Mistakes in Olympiad Physics and How to Avoid Them ?
Struggling with Physics Olympiads? Discover the 5 most common conceptual pitfalls that hold students back and learn strategic solutions to achieve top scores.
For ambitious students, Physics Olympiads represent the ultimate intellectual challenge. These competitions test far more than knowledge—they assess deep understanding, creative problem-solving, and strategic thinking. Many talented students, even those who excel in school physics, find themselves hitting a wall. Often, this isn't due to lack of effort, but rather a focus on the wrong preparation strategies.
Having guided students through competitions ranging from the British Physics Olympiad (BPhO) to the International Young Physicists' Tournament (IYPT), I've identified consistent patterns in the mistakes that cost valuable points. Here are the five most common pitfalls—and how to overcome them.

📌Mistake 1: Memorizing Formulas Instead of Mastering Concepts

The Problem:
Students often approach Olympiad physics like a standard exam, attempting to memorize a catalog of equations. While knowing formulas is essential, Olympiad problems are intentionally unfamiliar. A memorized formula is useless if you don't understand the underlying physical principle.
How to Fix It:
  • Adopt a "First Principles" Approach: Constantly ask "why?" until you reach the fundamental physics.
  • Use Dimensional Analysis: Check the units of your answers—this powerful tool quickly reveals whether your derived formulas make sense.
  • Practice Deriving Key Equations: Don't just accept U=mghU=mgh; understand how it comes from the work done against gravity.
📌Mistake 2: Skipping the "Physics Description"

The Problem:
In the rush to calculate, students jump straight into equations without first establishing a clear physical picture. They get lost in algebra because they never articulated what is actually happening.
How to Fix It:
  • Start with a Narrative: Before writing any equation, describe the process in words.
  • Example: "As the block slides down the incline, kinetic energy increases while gravitational potential energy decreases, with some energy lost to friction as heat."
  • Define Your System Clearly: Specify boundaries. Is the system isolated? Is energy or momentum conserved? Answering these questions upfront determines which laws you can apply.
📌Mistake 3: Underestimating Approximation Skills
The Problem:
Olympiad problems often involve real-world complexity. Students sometimes try to model every detail with 100% precision, leading to unsolvable equations. They miss the "big picture" by getting lost in minutiae.
How to Fix It:
  • Look for Small Parameters: Is an angle small? Use sin⁡θ≈θsinθ≈θ. Is an object much smaller than the distances involved? Treat it as a point mass.
  • Develop "Fermi-Problem" Skills: Practice estimating quantities using logical assumptions. This helps you instantly check if an answer is plausible (e.g., a walking speed of 1000 m/s is clearly wrong).
📌Mistake 4: Poor Time Management & "Solution-Gazing"
The Problem:
Many students "practice" by spending hours on a single problem, or by immediately reading the solution when stuck. The first approach doesn’t build speed; the second creates an illusion of understanding without genuine problem-solving skill.
How to Fix It:
  • Simulate Exam Conditions: Use a strict timer during practice (e.g., 15–20 minutes per problem).
  • Embrace Structured Struggle: If stuck after a dedicated effort, set the problem aside and try another. Return later with fresh eyes. Only then, if still stuck, consult the solution—focusing on the key insight you missed, not just the steps.
📌Mistake 5: Disconnecting Theory from Experiment
The Problem:
Physics is an experimental science, yet students often treat theory as separate. They fail to connect idealized models to real-world limitations, a crucial skill for competitions like IYPT.
How to Fix It:
  • Question Assumptions: For any theoretical result, ask: "How could I test this in a lab? What would I need to control?"
  • Consider Real-World Errors: Think about how factors like air resistance, friction, or non-ideal materials would affect the outcome of the problem you're solving.
📈The Path Forward
Overcoming these mistakes requires shifting from being a passive learner to an active problem-solver. It's about building a deep, intuitive understanding of physics that you can adapt to any novel challenge.
At MatheMachine, this strategic shift is at the core of our Olympiad training. We don't just teach physics—we teach how to think like a physicist.
Ready to move beyond these common hurdles and compete at the highest level?
Contact us for a diagnostic session
Demystifying the Challenge: A Parent's Guide to the British A-Level Maths Curriculum
Is your child starting A-Level Maths? Get a tutor's insider guide to the curriculum structure, key challenges, and how you can best support them through this demanding course.
A Parent's Guide to A-Level Mathematics: Your Roadmap to Success

For students in the UK and international schools worldwide, A-Level Mathematics is more than a qualification—it’s a gateway to top universities in STEM, economics, and beyond. As a parent, you want to support your child, but the curriculum can feel overwhelming.
Having taught AQA, CIE, and Edexcel syllabuses for years—including at schools like The British School of Saint Petersburg and CIS Russia—I’ve created this clear roadmap to help you understand what your child is facing and how you can best support them.

🎯 What Exactly is A-Level Maths?

Think of it as a major step up from GCSE/IGCSE. It’s less about memorization and more about:
  • Abstract reasoning
  • Logical argument
  • Applying complex techniques to multi-step problems
Course Structure

A-Level Maths is typically a two-year course, split into two parts:
AS-Level – Often taken at the end of Year 1. Can be a standalone qualification or count toward 50% of the full A-Level.
A2-Level – The second year, which completes the full A-Level.

📚 The Core (Pure Math) Backbone

This is the non-negotiable foundation, making up about two-thirds of the curriculum:

Topic

What It Involves ?

Proof

Learning the language of mathematical argument

Algebra & Functions

Complex equations, graphs, and transformations

Coordinate Geometry

Circles, parabolas, and other conic sections

Sequences & Series

Including the Binomial Theorem

Calculus

The heart of A-Level Maths: Differentiation (rates of change) and Integration (areas under curves)

Vectors

2D and 3D geometry

Trigonometry

Trigonometric functions, identities, and equations


🔧 The Application Papers

This is where core maths is applied to real-world contexts. Students typically study two of these:
1.Mechanics – The Mathematics of Physics
  • Topics: Forces, Newton’s Laws, Kinematics (SUVAT equations), Moments, Projectiles
  • Ideal for: Future engineers, physicists, computer scientists, architects
2.Statistics– The Mathematics of Data
  • Topics: Data presentation, Probability, Statistical distributions (Binomial, Normal), Hypothesis testing
  • Ideal for: Future economists, psychologists, data scientists, business professionals
3.Decision/Discrete Maths (Less common)
  • Focuses on algorithms, graph theory, and optimization
  • Useful for computer science pathways
⚠️ Where Students Struggle Most (And How You Can Help)

1.The GCSE to AS-Level Jump
  • The increase in difficulty, pace, and abstraction is the biggest shock
  • How to help: Encourage consistent weekly review from day one. Help them establish a study schedule that prevents cramming.
2.The Volume of Content
  • Topics are deeply interconnected—weak algebra undermines calculus
  • How to help: Emphasize mastering topics as they come. Gaps early on cause problems later.
3.Problem-Solving vs. "Number Crunching"
  • Exam questions are often unstructured, requiring students to select and chain concepts together
  • How to help: Instead of asking "What grade did you get?", ask "Can you explain that concept to me?" Teaching is the ultimate test of understanding.
4.The Conceptual Nature of Calculus
  • Many can perform differentiation but don’t grasp what a derivative means
  • How to help: Encourage use of graphical calculators and software to visualize concepts and make the abstract concrete.
💡 Final Advice for Parents
Your support is crucial—but it’s support, not pressure.
Do:
  • Focus on understanding, not just marks – Praise effort and perseverance
  • Provide the right tools – A good graphical calculator (like Casio fx-CG50) is essential
  • Create a conducive study environment – Ensure they have a quiet, organized space
  • Consider professional guidance early – If your child struggles in the first term, don’t wait. A specialist tutor can rebuild confidence and establish effective strategies
Remember:
A-Level Maths is a marathon, not a sprint. Early intervention is key to long-term success.
At MatheMachine, we specialize in navigating A-Level Maths intricacies, turning challenges into opportunities for deep, lasting understanding.
Reach out today to discuss how we can help your child not just survive, but thrive in their A-Level journey.