Physics & Mathematics Educator
Building understanding that lasts.
From struggling to confident—one concept at a time.
I’ve been teaching Physics and Mathematics for over twenty years, and what still excites me is the same moment every time—the instant a concept clicks . When a student stops memorizing steps and starts understanding why something works.
I’ve worked with hundreds of students, and I know what keeps parents up at night: a child who was once confident now struggling, grades slipping despite effort, gaps widening quietly, and exams approaching faster than clarity.
I’ve also seen these stories turn around—many times. Predicted grades rise. Frustration gives way to curiosity. A student who once “hated Physics” chooses it for university. Confidence is rebuilt the only way that truly lasts: one concept at a time.
That is the focus of every session I teach:
Over the years, my work has spanned very different teaching environments—undergraduate engineering courses in Control Systems, Semiconductor Physics, and MATLAB, alongside one-to-one exam preparation for school and pre-university students.
That breadth matters.
It means I understand where school-level Physics and Mathematics actually lead . I don’t teach topics as isolated exam units—I build foundations students rely on later, whether in engineering, science, or quantitative fields. When the time comes, I also help students think carefully about which academic or engineering paths genuinely fit their strengths.
I teach exclusively online, using technology as a support—not a distraction—so the focus stays where it belongs: learning.
Today, I support students across international curricula, including IB, Cambridge, AP, Australian, Canadian, and European boards. The syllabi differ, but the approach remains constant: understanding comes before acceleration.
Every student starts at a different point, so every plan is individual. We begin by mapping current understanding, identifying gaps, and designing the next steps. Simulations, visual models, and real-world analogies make abstract ideas concrete. Regular practice, timed work, and direct feedback are essential—not as pressure, but as evidence that understanding is solid.
For students working on major coursework—IB Internal Assessments and Extended Essays, Cambridge practicals, or AP projects—I provide structured guidance from topic selection through final submission, while ensuring the work remains fully the student’s own.
My students have progressed to universities across the US, UK, Europe, and Asia. More importantly, they carry forward the ability to think clearly, connect ideas, and solve unfamiliar problems.
That is the outcome I care about most: understanding that lasts—because when students know why a method works, they’re never lost when the question changes.
Let's discuss your goals and create a personalized learning journey.
Real understanding means knowing why something works — not just how to apply a method.
That is the standard I teach toward. When students understand connections rather than steps, new problems feel logical instead of intimidating. This kind of learning takes patience, practice, and curiosity—but once it clicks, it stays.
Results that speak for themselves
Students supported across multiple academic journeys
Students and parents who've shared their experience
Maths AA HL & Physics HL students scoring top grade (2020–2025)
Cambridge A-Level Further Mathematics & Physics
Cambridge IGCSE Maths & Physics results (past 5 years)
Students from 15+ countries worldwide. Alumni at Cornell, Imperial College London, NUS, Ashoka, Manchester, Toronto — and pursuing graduate studies at Georgetown, UC Irvine, Boston College, and Heinrich Heine University.
Average score across 50+ Internal Assessments and Students scoring A or B on Extended Essays (past 3 cohorts) - IA (17/20) and EE (74%)
Continuous professional development
“Parul ma’am played a defining role in shaping my understanding of Mathematics during my 11th and 12th grade. At a time when many students struggle with the subject, especially Calculus, her teaching made it something I genuinely looked forward to. Instead of memorizing formulas, she focused on explaining concepts in depth, paying attention to intricate details that helped everything fall into place logically.. Because of this approach, Calculus, which most students tend to dislike, became one of my favorite topics. She was always attentive to individual learning needs and encouraged questions without hesitation, making sure no concept was left unclear. More than just improving my academic performance, her guidance helped me develop strong analytical thinking and confidence in my abilities. Today, working at an InsurTech startup, the clarity and problem-solving mindset she instilled continue to influence the way I learn and work.”