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https://www.urbanpro.com/hemantpandey # Hemant Pandey

## IIT JEE Maths Tutor

## Overview

## Languages Spoken

## Education

## Address

## Verified Info

## Demo Class

## Engineering Entrance Coaching classes Overview

## Gallery (60)

## Documents (40)

## Reviews (16)

## FAQs

## Lessons (2)

## Answers by Hemant (36)

IIT JEE Integrated Coaching, IIT JEE Crash Course, IIT JEE Advanced Coaching, IIT JEE Foundation Course, IIT JEE Mains Coaching

## Answers by Hemant (36)

If experiences than 5 years = 500 PH More than 5 years less than 10 years = 1000 PH More than 10 years = 1500 PH ## Lessons (2)

Hemant Pandey

Airoli Railway Station, Mumbai, India - 400708

Platinum

Airoli Railway Station, Mumbai, India - 400708.

18

5.0

Details verified of Hemant Pandey✕

Identity

Education

Know how UrbanPro verifies Tutor details

Identity is verified based on matching the details uploaded by the Tutor with government databases.

1. I have taught at various prestigious institutes of repute in India and abroad.

2. Worked at

(i) Career Launcher (Thane) (Present)

(i) Career Point (Kota)

(ii) TIME

(iii) Trivag

(iv) FIIT JEE (Job offer)

(v) Meccademia (Dubai)

3.Worked as Author at MKCl,CMS and Amelox college tutor (USA).

4. My teaching methodology is Socratic i.e. question answer technique.I teach interactively with emphasis on real learning and student solving problems approach.

5. All of my students (Personal) have so far cracked JEE Mains and 90% cracked JEE Adv. as well.

2. Worked at

(i) Career Launcher (Thane) (Present)

(i) Career Point (Kota)

(ii) TIME

(iii) Trivag

(iv) FIIT JEE (Job offer)

(v) Meccademia (Dubai)

3.Worked as Author at MKCl,CMS and Amelox college tutor (USA).

4. My teaching methodology is Socratic i.e. question answer technique.I teach interactively with emphasis on real learning and student solving problems approach.

5. All of my students (Personal) have so far cracked JEE Mains and 90% cracked JEE Adv. as well.

English

Hindi Mother Tongue (Native)

CSJM 2005

M A Mathematics

Airoli Railway Station, Mumbai, India - 400708

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Engineering Entrance Coaching classes

Pro Of The Month Award Winner April 2016

For Engineering Entrance Coaching in Mumbai

Class Location

Student's Home

Tutor's Home

Online (video chat via skype, google hangout etc)

Years of Experience in Engineering Entrance Coaching classes

15

Engineering Entrance Exams

IIT JEE Coaching Classes

IITJEE Coaching

IIT JEE Integrated Coaching, IIT JEE Crash Course, IIT JEE Advanced Coaching, IIT JEE Foundation Course, IIT JEE Mains Coaching

Type of class

Crash Course, Regular Classes

IIT-JEE Subjects

Maths

Teaching Experience in detail in Engineering Entrance Coaching classes

Top rated IIT JEE Personal Trainer in Mumbai (Rated 4.7 Stars). 15 years of experience at FIIT JEE, Career Point Kota, Career Launcher Mumbai etc. We use socratic method of teaching, reflective teaching, Interleaved teaching and latest pedagogical research to bring the best out of your kid.

Complex Numbers Iota

Complex Numbers definition

Introduction to complex number...

Complex Numbers : Basics (Definition)...

2. Complex Numbers : Iota and ...

3. Complex Numbers : Conjugate and...

1. Functions : Domain and Rang...

Functions : Introduction

2. Functions : Domain and Range...

Functions : IIT JEE Solved Examples...

Geometry Of Complex Numbers

Complex Numbers Basics (In 5 Minutes)...

Complex Numbers : Addition and...

+51 Photos

+31 Docs

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4.7 out of 5.0 16 reviews

4.70516

S

14 Oct, 2016

Shaurya Chaudhary attended Class 11 Tuition

"His unique way of teaching and dedication towards maths not only helps me understand basic concepts but also helps me in grasping complicated twists and turns in maths. I am enjoying studying maths under his guidance. "

A

03 Mar, 2016

Aditi Goyal attended Engineering Entrance Coaching

"Great teaching. Helped a lot in developing understanding of concepts. "

M

21 Oct, 2015

Mayesh Mulay attended IIT JEE Coaching

"Hemant sir is the best teacher is the best teacher of maths. He brings the best out of me by his unique way of teaching . He motivates me and gives proper guidance and never lets me feel down. He gives cool tricks to solve a problem in less time and clears all my doubts and even makes the most complicated problems, easy to solve. He is always punctual. "

R

22 Sep, 2015

Rudra Kamat attended Mathematics

"Hemant Sir is very interactive and helps us , students think with a rational attitude. Moreover, he has helped me develop my interests in Mathematics and Geometry. "

Have you attended any class with Hemant? Write a Review

1. Which classes do you teach?

I teach Engineering Entrance Coaching Class.

2. Do you provide a demo class?

Yes, I provide a paid demo class.

3. How many years of experience do you have?

I have been teaching for 15 years.

Geometric Progression : Basics

Geometric Mean (GM) The geometric mean is similar to the arithmetic mean, but it uses the property of multiplication, to find the mean between any two numbers. GM of two numbers a and b may be defined...

Sequences : An Overview

Sequences Mathematics is the science of patterns and homogeneity. Sequences are all about them. A sequence has a traditional meaning in mathematics similar to that in ordinary language. A sequence is...

Answered on 06/09/2019 Tuition/Class XI-XII Tuition (PUC)

Any toy has 5 options. Hence total number of ways are .

Like 1

Answers 22 Comments Answered on 06/09/2019 CBSE/Class 12/Mathematics/Application of Derivatives/NCERT Solutions/Exercise 6.5

is maximum when Hence sin2x is maximum for x = . Further Sin2x is maximum for x = since sin = 1. Hence for given domain we have two absoulte maxima. ...more

is maximum when

Hence sin2x is maximum for x = .

Further Sin2x is maximum for x = since sin = 1.

Hence for given domain we have two absoulte maxima.

Like 0

Answers 4 Comments Answered on 10/07/2019 Exam Coaching/Math Olympiad

For IIT JEE Advanced : 1500 to 3000 PH depending on faculty and experience. For RMO : 2500 PH since the course is not very popular and many teachers don't teach it. If you go for yearly fees most teachers will take a lumpsum amount (Payable in 1 or 2 instalments) and it would cost you about 30% less... ...more

For IIT JEE Advanced : 1500 to 3000 PH depending on faculty and experience.

For RMO : 2500 PH since the course is not very popular and many teachers don't teach it.

If you go for yearly fees most teachers will take a lumpsum amount (Payable in 1 or 2 instalments) and it would cost you about 30% less than hourly fees.

Like 0

Answers 9 Comments Answered on 28/04/2019 Tuition Fee

If experiences than 5 years = 500 PH More than 5 years less than 10 years = 1000 PH More than 10 years = 1500 PH

Like 0

Answers 34 Comments Answered on 16/04/2019 Exam Coaching/Engineering Entrance Coaching/IIT JEE Coaching

Distance between centres = Sum of radii Three tangents. Two direct common tangent and one indirect common tangent. Distance between centres Sum of radii Two tangents. Two direct common tangents. Distance between centres > Sum of radii Four tangents. Two direct common tangent and two indirect... ...more

Distance between centres = Sum of radii Three tangents. Two direct common tangent and one indirect common tangent.

Distance between centres Sum of radii Two tangents. Two direct common tangents.

Distance between centres > Sum of radii Four tangents. Two direct common tangent and two indirect common tangents.

Like 0

Answers 12 Comments Engineering Entrance Coaching classes 5.0

Pro Of The Month Award Winner April 2016

For Engineering Entrance Coaching in Mumbai

Class Location

Student's Home

Tutor's Home

Online (video chat via skype, google hangout etc)

Years of Experience in Engineering Entrance Coaching classes

15

Engineering Entrance Exams

IIT JEE Coaching Classes

IITJEE Coaching

Type of class

Crash Course, Regular Classes

IIT-JEE Subjects

Maths

Teaching Experience in detail in Engineering Entrance Coaching classes

Top rated IIT JEE Personal Trainer in Mumbai (Rated 4.7 Stars). 15 years of experience at FIIT JEE, Career Point Kota, Career Launcher Mumbai etc. We use socratic method of teaching, reflective teaching, Interleaved teaching and latest pedagogical research to bring the best out of your kid.

Answered on 06/09/2019 Tuition/Class XI-XII Tuition (PUC)

Any toy has 5 options. Hence total number of ways are .

Like 1

Answers 22 Comments Answered on 06/09/2019 CBSE/Class 12/Mathematics/Application of Derivatives/NCERT Solutions/Exercise 6.5

is maximum when Hence sin2x is maximum for x = . Further Sin2x is maximum for x = since sin = 1. Hence for given domain we have two absoulte maxima. ...more

is maximum when

Hence sin2x is maximum for x = .

Further Sin2x is maximum for x = since sin = 1.

Hence for given domain we have two absoulte maxima.

Like 0

Answers 4 Comments Answered on 10/07/2019 Exam Coaching/Math Olympiad

For IIT JEE Advanced : 1500 to 3000 PH depending on faculty and experience. For RMO : 2500 PH since the course is not very popular and many teachers don't teach it. If you go for yearly fees most teachers will take a lumpsum amount (Payable in 1 or 2 instalments) and it would cost you about 30% less... ...more

For IIT JEE Advanced : 1500 to 3000 PH depending on faculty and experience.

For RMO : 2500 PH since the course is not very popular and many teachers don't teach it.

If you go for yearly fees most teachers will take a lumpsum amount (Payable in 1 or 2 instalments) and it would cost you about 30% less than hourly fees.

Like 0

Answers 9 Comments Answered on 28/04/2019 Tuition Fee

Like 0

Answers 34 Comments Answered on 16/04/2019 Exam Coaching/Engineering Entrance Coaching/IIT JEE Coaching

Distance between centres = Sum of radii Three tangents. Two direct common tangent and one indirect common tangent. Distance between centres Sum of radii Two tangents. Two direct common tangents. Distance between centres > Sum of radii Four tangents. Two direct common tangent and two indirect... ...more

Distance between centres = Sum of radii Three tangents. Two direct common tangent and one indirect common tangent.

Distance between centres Sum of radii Two tangents. Two direct common tangents.

Distance between centres > Sum of radii Four tangents. Two direct common tangent and two indirect common tangents.

Like 0

Answers 12 Comments Load More

Geometric Progression : Basics

Geometric Mean (GM) The geometric mean is similar to the arithmetic mean, but it uses the property of multiplication, to find the mean between any two numbers. GM of two numbers a and b may be defined...

Sequences : An Overview

Sequences Mathematics is the science of patterns and homogeneity. Sequences are all about them. A sequence has a traditional meaning in mathematics similar to that in ordinary language. A sequence is...

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