FoundationLab

Build the base.
Master the basics.

A one-month structured programme to strengthen arithmetic through interactive experiments, visual learning, and mentor-assisted practice — before your class curriculum begins.

  • 1 Month
  • 2 Levels — Level I & Level II
  • Experiment-Based Learning
  • Mentor Assisted
Get Started
1
Month programme
2
Progressive levels
8
Homework sections
5
Core math topics
About this programme

Not revision.
Real understanding.

Most students enter their school mathematics journey without a firm grip on the fundamentals — number systems, arithmetic operations, and basic algebraic thinking. Without these building blocks, every new chapter becomes harder than it needs to be.

The MathTab FoundationLab is a focused one-month course built to fix this. Through interactive visual experiments, structured practice, and direct mentor support, students develop genuine conceptual clarity in the areas that matter most.

2 Levels
Progressive difficulty
Level 1 builds the concept; Level 2 deepens and applies it.
Mentor Assisted
Homework support
Every homework section includes direct mentor support for doubt resolution and guided feedback.
Course structure

Two levels. Four parts. One strong foundation.

The FoundationLab is divided into two progressive levels. Each level covers the same core topics at increasing depth — ensuring concepts are first understood visually, then reinforced through practice and mentor-guided learning.

Level I

Building the concept

Part 1

Number System, Arithmetic Operations and BODMAS

  1. See–Explore–Learn

    Interactive visual experiments: how the number system works, how operations relate, and how BODMAS governs order of operations — abstract rules become intuitive through hands-on exploration.

  2. Homework 1

    Assignments on Number System and Arithmetic Operations — reviewed and guided by a mentor via chat.

  3. Homework 2

    Assignments on BODMAS — mentor assistance for doubt resolution and step-by-step guidance.

Part 2

Simplification and Finding X

  1. See–Explore–Learn

    Visual experiments on simplification and introductory algebra — how expressions are reduced and how to isolate an unknown variable.

  2. Homework 1

    Assignments on Simplification — reviewed and guided by a mentor.

  3. Homework 2

    Assignments on Finding X — mentor assistance for doubt resolution and guided feedback.

Level II

Deepening the understanding

Same four topic areas at greater complexity with fractions — for students ready to apply Level I concepts to harder problems with continued mentor support.

Part 1

Number System, Arithmetic Operations and BODMAS

Advanced
  1. See–Explore–Learn

    Deeper visual exploration: complex number relationships, multi-step arithmetic, and layered BODMAS with fractions.

  2. Homework 1

    Advanced assignments on Number System and Arithmetic Operations — mentor review and feedback.

  3. Homework 2

    Advanced BODMAS assignments — personalised mentor guidance.

Part 2

Simplification and Finding X

Advanced
  1. See–Explore–Learn

    More complex simplification and multi-step Find X scenarios — algebraic reasoning beyond the basics.

  2. Homework 1

    Advanced Simplification assignments — mentor review and written feedback.

  3. Homework 2

    Advanced Finding X assignments — mentor assistance throughout.

What's included

Everything a student needs
to build a strong start.

Learn by Exploring, Not by Listening

No traditional lectures. Students manipulate values, observe outcomes, and independently discover how mathematical concepts work in real time.

Interactive Visual Experiments

Every topic begins with a See → Explore → Learn experience — making abstract math concepts visual and intuitive before problem-solving begins.

Two Progressive Learning Levels

Level 1 introduces and builds the concept. Level 2 deepens understanding through application and greater complexity.

Structured Homework Sections

Each module includes dedicated homework sections that reinforce understanding and prepare students for real exam practice.

Integrated Mentor Support

Real-time mentor assistance through a built-in chat system for continuous guidance and personalised doubt clarification.

Continuous Doubt Resolution

Students are never left stuck — every question is addressed instantly through the integrated mentor support system.

Who should enrol

Built for students who want
to start strong.

For student 01

Students entering Class 6

Beginning secondary school mathematics for the first time and wanting a solid conceptual base before the curriculum starts.

For student 02

Students in Classes 7–10

Who feel their foundational understanding has gaps — and want to strengthen the basics before continuing with their current class content.

For student 03

Any student who wants clarity

Who has been solving problems by following steps without truly understanding the concepts behind them.

Programme fee

One month.
One strong foundation.

A standalone one-month programme that can be taken independently or alongside any Class 6–10 plan.

FoundationLab · Programme fee

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