About Swastik Sahal

I have spent 13 years teaching maths, and the biggest lesson from that time is simple: most students are not weak in maths as a whole. They are stuck at a specific point that was never found properly. A child may say trigonometry is difficult, but the real issue may be ratios. A Class 12 student may say calculus is impossible, but the root may be functions, graphs, or algebraic manipulation from earlier classes.

That is why I started Swastik Maths and built Ankuram Tuition Centre as a small, intentional classroom. I wanted a place where students are not rushed through chapters just because the school calendar is moving. I wanted to teach every class personally, understand each student’s work line by line, and make sure the child knows why a method works, not only what the next step is.

The diagnostic-first approach came from watching students repeat the same mistake across different chapters. If the root cause is not identified, more worksheets only create more frustration. In the first interaction, I sit with the student, ask carefully chosen questions, watch how they think, and then teach a concept live. This tells me far more than marks alone. It shows whether the student is guessing, memorising, hesitating, rushing, or missing an earlier foundation.

I teach every class personally because maths confidence is built through continuity. A student should not have to adjust to a new teacher every few weeks. When I know the child’s gaps, habits, and pace, I can return to the right concept at the right time. That is where progress becomes visible: cleaner working, fewer repeated errors, more independent attempts, and better control during tests.

I also wanted the classroom to feel calm and serious without becoming intimidating. Many students arrive with a history of being told to practise more, but no one has shown them what to practise or why they keep making the same mistake. When a child sees that the problem can be traced, named, and repaired, their relationship with maths starts to change.

My aim is not to make maths look easy for one day. It is to make the student stronger over time. Some students need repair work from earlier classes. Some need exam discipline. Some need a patient teacher who will not let them hide behind copied steps. The work changes with the child, but the principle stays the same: find the root, teach clearly, practise deliberately, and measure progress honestly.