Why Reflecting on Limitations Shows True Mathematical Insight
In the IB Math IA, perfection isn’t the goal — awareness is.
Examiners don’t expect flawless models or ideal data; they expect thoughtful reflection on what your mathematics can and cannot do.
Students who analyze their limitations critically — and suggest reasonable improvements — score higher in Criterion E: Reflection and Criterion D: Use of Mathematics.
That’s why RevisionDojo’s IA/EE Guide, Exemplars, and Reflection Tools teach you how to write about limitations intelligently, honestly, and confidently.
Quick-Start Checklist
Before writing your limitation section:
- Identify assumptions made in your model.
- Evaluate how those assumptions affect results.
- Discuss data quality and mathematical constraints.
- Suggest possible improvements or extensions.
- Review examples in RevisionDojo’s Exemplars Library for structure and tone.
Step 1: Understand What Counts as a “Limitation”
A limitation isn’t a mistake — it’s a boundary.
It shows where your model or math stops being reliable.
Examples include:
- Simplifying assumptions (e.g., ignoring air resistance).
- Restricted data ranges.
- Measurement errors.
- Mathematical constraints (e.g., only valid for positive values).
RevisionDojo’s Limitations Checklist helps you categorize and describe these systematically.
Step 2: Reflect on Mathematical Assumptions
Every model begins with assumptions. The key is to them.
