Magic Box Mathematics Programme

Overview

At Ananda College, alongside the wider mathematics community led by my mentor Dimuth Wanigathunga, I co-led the Magic Box Programme, a weekly gamified mathematics initiative that reached more than 2,500 students across three academic years. Students drew problems at random, attempted them, received immediate marking and explanation, then tried again. The randomness mattered because memorized comfort disappeared and actual thinking had to begin.

What It Delivers

• A gamified mathematics environment in which students draw questions from a physical Magic Box rather than passively receive a worksheet.
• Grade-appropriate and exam-style problems selected to develop reasoning, confidence, and syllabus mastery.
• Immediate marking, correction, and step-by-step explanation from teachers, past students, and peer mentors.
• A collaborative model where stronger students support weaker students without turning the room into a conventional lecture.
• Interactive workshops, competitions, peer marking, and repeated problem-solving practice.
• A progression pathway through which successful students could later join the marking and teaching team.
• A welcoming learning environment designed to make mathematics memorable, social, and less intimidating.
• Continuity across school terms and examination periods through a distributed mentor and marking structure.

What I Did

• Proposed and helped shape the gamified Magic Box approach after identifying how many students experienced mathematics primarily through fear and compulsory examination pressure.
• Co-led the programme under the guidance of my mathematics mentor, Dimuth Wanigathunga.
• Led and coordinated members of the marking team across former students, current students, and peer mentors.
• Prepared, selected, reviewed, and marked mathematics questions across different levels.
• Explained solutions individually and in groups, adapting the method to each student's confidence and level of understanding.
• Taught students younger than me, students of my own age, and at times students older than me.
• Helped create an atmosphere in which students could make mistakes publicly without treating confusion as failure.
• Spent initial programme days teaching largely on my feet from approximately 8 a.m. to 8 p.m.
• Later taught during regular Thursday sessions that often ran from approximately 2 p.m. to 8 p.m.
• Helped preserve programme continuity during my own Cambridge A-Level examination months by building a team capable of teaching and marking in my absence.
• Mentored individual students beyond the main sessions when they required additional confidence or academic support.
• Delivered a closing speech reflecting on the educational and ethical meaning of the programme.

Outcomes

• Mathematics was reframed from an examination burden into an active and collaborative problem-solving experience.
• The programme created a repeatable learning cycle of attempt, feedback, correction, explanation, and renewed practice.
• Students who initially required support later became markers, mentors, and teachers themselves.
• Teaching responsibility was distributed across a community rather than depending on one instructor.
• The programme operated across three academic years and survived periods when its original student leaders were occupied by major examinations.
• Peer instruction increased the accessibility of explanation because students could learn from people close to their own age and experience.
• The model created continuity between learning mathematics, mastering mathematics, and serving the next group of students.

Proven Impact

• More than 2,500 students impacted across the programme.
• More than 400 hours contributed through teaching, marking, preparation, and community service.
• Operated weekly across three academic years.
• Sessions ran for approximately six to seven months during active programme years.
• A documented participant progressed from openly rejecting mathematics to earning an A at O-Level.
• That participant later joined the Magic Box marking board, taught during my A-Level examination period, and went on to tutor more than 100 younger students independently.
• Created a continuing multiplier effect in which students who received support later became sources of support for others.
• Produced academic impact alongside confidence, community, responsibility, and a more durable relationship with mathematics.

Why It Matters

• In Sri Lanka, many students depend on external support because school syllabi are not always completed with enough time or depth before major examinations.
• Mathematics is compulsory at O-Level, making fear or weak foundations capable of restricting a student's wider educational path.
• The programme addressed access through a low-cost, repeatable, community-led model rather than through exclusive one-to-one instruction.
• It demonstrated that clarity, patience, and proximity can transform a student's identity as much as their examination result.
• The project connected academic excellence with responsibility, showing that knowledge becomes more valuable when it is transferred.
• It developed my ability to lead, explain, listen, coordinate teams, and adapt difficult concepts without weakening them.