Manish - Maths tutor - Jaipur
1st lesson belanja
Manish - Maths tutor - Jaipur

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Manish

  • Rate RM13
  • Response 1h
Manish - Maths tutor - Jaipur

RM13/h

1st lesson belanja

Contact

1st lesson belanja

1st lesson belanja

  • Maths

Give your child the edge they need with personalized online math tutoring. We focus on: Concept Clarity: Understanding the "Why," not just the "How." Exam Prep: Proven techniques to ace tests. Fle

  • Maths

Lesson location

About Manish

"Hello, I am a PCM graduate (Physics, Chemistry, and Mathematics) currently pursuing my Bachelor’s in Education (B.Ed.) in Jaipur. My approach to teaching is built on the belief that math and science are not subjects to be memorized, but stories to be understood. I specialize in the Socratic Method—using guided inquiry to help students discover solutions for themselves. By integrating visual tools like Desmos and GeoGebra, I aim to bridge the gap between abstract equations and real-world logic, ensuring every student builds a foundation of confidence and curiosity."


My teaching method will be bilingual.(Hindi+english)
So that students can get me easily.

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About the lesson

  • Primary
  • Secondary
  • SPM
  • +1
  • levels :

    Primary

    Secondary

    SPM

    Other

  • English

All languages in which the lesson is available :

English

I believe math isn’t about memorizing formulas; it’s about pattern recognition and logical storytelling. My goal is to remove the "fear factor" by connecting abstract numbers to real-world logic. I don't just teach you how to find x; I teach you how to think.
️ Techniques & Methods
The Socratic Method: I rarely "give" the answer. Instead, I ask a series of guided questions that lead the student to discover the solution themselves.
Visual Learning: I use digital whiteboards and dynamic geometry software (like Desmos or GeoGebra) to visualize functions and shapes in real-time.
Scaffolding: We start with a foundation you’re comfortable with and gradually add layers of complexity so you never feel overwhelmed.

Example:


To see if I’m hitting the mark, look at how we might introduce the Sum of Interior Angles in polygons without just giving the formula (n-2) \times 180.
Instead of the formula, we use Visual Scaffolding:
The Base: Start with a triangle (180°).
The Discovery: Take a quadrilateral. Can we draw one line to turn it into two triangles? (Yes, 2 \times 180 = 360).
The Pattern: Take a pentagon. How many triangles fit now? (3 triangles, 3 \times 180 = 540).

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Rates

Rate

  • RM13

Pack rates

  • 5h: RM65
  • 10h: RM129

Travel

  • + RM700

free lessons

This first lesson is free to allow you to get to know your teacher so that they can best meet your needs.

  • 45mins

online

  • RM13/h

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