Platinum

Park Lane, Kolkata, India- 700016.

37 (37 from UrbanPro)

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Details verified of Sujoy Kumar Datta✕

Identity

Education

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

I am from IIT Kharagpur, 2007 batch of Mechanical Engg. with over 11 years of experience in training over 6000 students for SAT, CAT, GMAT, GRE,etc.

I am a subject matter expert in the areas of GMAT, GRE, CAT and SAT training (mathematics). I have worked with most of the major education companies in India - TIME, IMS, and Career Launcher.

I have achieved a score of above 99 percentile 6 times in a row in CAT getting calls from all IIMs. My highest in the Quantitative section was a 99.99 percentile with 99.98 overall.

I also have a Q51 in the GMAT (the highest possible score in Quants).

Many of my students have been selected by the IIMs, ISB, Cornell, NUS, UCB, etc.

I am a subject matter expert in the areas of GMAT, GRE, CAT and SAT training (mathematics). I have worked with most of the major education companies in India - TIME, IMS, and Career Launcher.

I have achieved a score of above 99 percentile 6 times in a row in CAT getting calls from all IIMs. My highest in the Quantitative section was a 99.99 percentile with 99.98 overall.

I also have a Q51 in the GMAT (the highest possible score in Quants).

Many of my students have been selected by the IIMs, ISB, Cornell, NUS, UCB, etc.

Yes, not charged

Hindi, English, Bengali

Bachelor of Production Engineering from Jadavpur University in 2005.

Master of Engineering - Master of Technology (M.E./M.Tech.) from IIT Kharagpur in 2007.

Park Lane, Kolkata, India- 700016.

GMAT Coaching classes

Demo Class Provided

Yes

Background

Teacher

Name of Awards and Recognition

Awards and Recognition

Yes

Experience in taking GMAT Exam

Yes

Class Location

Tutor's Home

Years of Experience in GMAT Coaching classes

11

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4.9 from 28 reviews

4.9/528

N

12 Nov, 2018

- by Neha

attended SAT Coaching

posted on 12 Nov, 2018

"Sujoy sir was very helpful in my preparation for the SAT math. He found my weaknesses in particular math topics and helped me excel in it by making me practice often and showing me tricks to solve algebra and geometry problems better. He was a great teacher. "

G

03 Aug, 2018

- by Gopal Mundhra

attended Quantitative Aptitude

posted on 03 Aug, 2018

"He's probably the best quant teacher in Kolkata. If you really want to rise above the mediocrity, he is the one to consult. The concepts are not done in an ordinary way because that is not the point of competitive exams. He carries rich experience and even richer aptitude. "

N

03 Aug, 2018

"Sir is excellent. He helped me with maths and the learning the concepts. He helped me also for my interviews. Overall he is excellent. For a person who was afraid in maths I started loving it. "

S

03 Aug, 2018

- by Sahitya

attended CAT Coaching

posted on 03 Aug, 2018

"One of the most sincere teacher/mentor i ever came across. He ensure his availability at all times and is committed towards his job. A great mix of flexibility and brilliance. "

Have you attended the class of Sujoy Kumar? Write a Review

"I want to do business like marketing and stuff. I am really ambitious about it. For my undergraduate should I take BBA or computer science engineering?" in Exam Coaching/MBA Entrance Coaching, Tuition/BBA Tuition

BBA will help you to understand the concepts from early on. However, there is no such requirement that you should do BBA. Students from Engg, B.Com, etc. also do pretty well in the MBA entrance exams like CAT and go on to do marketing etc.

0

| 0

"If the sum of two numbers & their LCM is 79.Then how many possible set of numbers can satisfy above equation." in Exam Coaching/Quantitative Aptitude

Hi Sathya - there are a set of solutions - Let the numbers be A and B and their LCM be L and HCF be H. Thus, A and B are multiples of H. Let A=H*p; B=H*q. Thus, L=H*p*q; where p and q are co-prime. Hence, H*p + H*q + H*p*q = 79=> H(p + q + pq) = 79 Since 79 is prime, H=1 and p + q + pq=79 add 1 to both sides: 1 + p + q + pq=80 => (p + 1)(q + 1) = 80 the solutions are: p+1 = 2, q+1 = 40=> p=1, q=39 => A=1, B=39, L=39 p+1 = 4, q+1 = 20=> p=3, q=19 => A=3, B=19, L=57 p+1 = 5, q+1 = 16=> p=4, q=15 => A=4, B=15, L=60 p+1 = 8, q+1 = 10=> p=7, q=9 => A = 7, B = 9, L = 63 Thus, there are 4 pairs. :)

5

| 0

Sujoy Kumar address

x GMAT Coaching classes

Demo Class Provided

Yes

Background

Teacher

Name of Awards and Recognition

Awards and Recognition

Yes

Experience in taking GMAT Exam

Yes

Class Location

Tutor's Home

Years of Experience in GMAT Coaching classes

11

GRE Coaching classes

Demo Class Provided

Yes

Name of Awards and Recognition

Background

Teacher

Experience in taking GRE exam

Yes

Awards and Recognition

Yes

Class Location

Tutor's Home

Years of Experience in GRE Coaching classes

11

Quantitative Aptitude Coaching

Class Location

Tutor's Home

Years of Experience in Quantitative Aptitude Coaching

11

SAT Coaching classes

Class Location

Tutor's Home

Years of Experience in SAT Coaching classes

11

SBI Exam classes

Class Location

Tutor's Home

Years of Experience in SBI Exam classes

11

MBA Entrance Coaching classes

MBA Exams

Xavier Aptitude Test (XAT), Common Management Admission Test (CMAT), Maharashtra Common Entrance Test (MAH-CET), Indian Institute of Foreign Trade (IIFT) Exam, Common Admission Test (CAT), Symbiosis National Aptitude (SNAP), NMAT by GMAC

Class Location

Tutor's Home

Years of Experience in MBA Entrance Coaching classes

11

Courses in MBA Entrance Coaching classes

"I want to do business like marketing and stuff. I am really ambitious about it. For my undergraduate should I take BBA or computer science engineering?" in Exam Coaching/MBA Entrance Coaching, Tuition/BBA Tuition

BBA will help you to understand the concepts from early on. However, there is no such requirement that you should do BBA. Students from Engg, B.Com, etc. also do pretty well in the MBA entrance exams like CAT and go on to do marketing etc.

0

| 0

"If the sum of two numbers & their LCM is 79.Then how many possible set of numbers can satisfy above equation." in Exam Coaching/Quantitative Aptitude

Hi Sathya - there are a set of solutions - Let the numbers be A and B and their LCM be L and HCF be H. Thus, A and B are multiples of H. Let A=H*p; B=H*q. Thus, L=H*p*q; where p and q are co-prime. Hence, H*p + H*q + H*p*q = 79=> H(p + q + pq) = 79 Since 79 is prime, H=1 and p + q + pq=79 add 1 to both sides: 1 + p + q + pq=80 => (p + 1)(q + 1) = 80 the solutions are: p+1 = 2, q+1 = 40=> p=1, q=39 => A=1, B=39, L=39 p+1 = 4, q+1 = 20=> p=3, q=19 => A=3, B=19, L=57 p+1 = 5, q+1 = 16=> p=4, q=15 => A=4, B=15, L=60 p+1 = 8, q+1 = 10=> p=7, q=9 => A = 7, B = 9, L = 63 Thus, there are 4 pairs. :)

5

| 0

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