Sankitha Kirindu
← Academics & Theory GIVING BACK // CO-TEACHING & MENTORSHIP

Magic Box

Transforming Mathematics Education

Magic Box looks simple: pick a random mathematics problem, solve it, get it marked, argue about the method, then draw another one.

With Dimuth Sir and a team of former students, we tried to make mathematics feel less like a threat and more like something students could actually play with.

[MAGIC_BOX]
[ACTIVE_LEARNING]
[MATH_ACTIVE]
[PROGRAMME]
0 Students Impacted
PROGRAMME ACTIVE
01 // THE INITIATIVE

Co-Teaching & Mentorship

A programme built not for grades, but for understanding.

Magic Box came from a problem I kept seeing: students could memorize a method and still freeze when the question changed shape. Random selection removed that comfort. Nobody knew what came next, so students had to think, ask, test, and occasionally discover that mathematics was much less hostile than expected.

I worked beside Dimuth Sir and former students on sessions, problem selection, marking, and workshop design. I was inside the programme every week, learning how quickly an explanation fails when the student in front of you thinks differently.

Visit Magic Box Portal →
1,500+ Students Impacted

Across multiple sessions and diverse student groups.

4 Core Methods

Randomized selection, peer marking, workshops, and mentored guidance.

∞ Problem Types

Algebra, calculus, geometry, statistics - no two sessions alike.

02 // PROGRAMME FEATURES

How It Works

Four design principles that make Magic Box effective.

01
x² - 7x + 12 = 0 lim_{x → a} f(x) = L
?

Randomized Problem Solving

Random problems remove the luxury of rehearsing one pattern. Students have to read what is actually in front of them and build the method from there.

CORE MECHANISM
02
A ⟺ B σ² = 1/N ∑(x_i - μ)²
A B

Peer-to-Peer Marking

Peer marking is where answers become explanations. Under mentor guidance, students learn to defend a method, spot errors, and help somebody else repair one.

LEARNING METHOD
03
y = A sin(ωt) ∫_a^b f(x) dx

Interactive Workshops

The room works like a workshop: students try, debate, get stuck, compare methods, and eventually own the mathematics.

SESSION FORMAT
04
∑_{n=1}^{∞} 1/n² Δx · Δp ≥ ℏ/2

Fostering Curiosity & Teamwork

Curiosity matters more than instant correctness. Students show their thinking, borrow ideas, and treat difficulty as shared.

CULTURE
03 // THE TEAM

The People Behind It

A teacher with the idea, and a former student lucky enough to help it grow.

SK
PAST STUDENT CONTRIBUTOR

Sankitha Kirindu

I joined as a former student close enough in age to remember where mathematics starts feeling impossible. I helped run sessions, curate problems, mark work, and keep the room moving. Teaching it back became part of understanding it properly.

Co-Teacher Problem Curator Past Student
04 // INTERACTIVE DEMO

Step Into the Magic Box

Try the mechanic yourself: draw a random problem, attempt it before cheating, then reveal the solution and compare the route you took.

MAGIC BOX // PROBLEM RANDOMIZER
READY
?

Click Draw a Problem to begin

Category Mix

Algebra
35%
Calculus
25%
Geometry
20%
Statistics
20%

Session Log

Awaiting first draw...
GIVING BACK // MISSION

Education is the foundation.

Magic Box taught me that understanding gets much less fragile once you can give it away. Teaching beside Dimuth Sir and watching students become tutors themselves remains one of the most meaningful things I have done.