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Sujoy Kumar Datta GMAT trainer in Kolkata/>

Sujoy Kumar Datta

Mentor - GMAT | CAT | IIT alum

Dover Lane, Kolkata, India - 700029.

66 reviews

Top Tutor 14 yrs of Exp 88 Students

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Overview

About me:
Mentor & coach for the Digital SAT, GMAT, GRE, CAT, ACT Math & GCSE Math | Over 18 years of mentoring exp. | GMAT Q51 (30 min) | CAT 99.99 | IIT alumnus

I have mentored students globally - India, USA, UK, Germany, Australia, Singapore, S. Korea, Nigeria, Ukraine, Malaysia, Dubai, Riyadh

Languages Spoken

Hindi

English

Bengali

Address

Hindustan Park Rd, Golpark, Hindustan Park, Gariahat

Dover Lane, Kolkata, India - 700029

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Reviews (66)

4.9 out of 5 66 reviews

Sujoy Kumar Datta https://www.urbanpro.com/assets/new-ui/provider-male-100X100.png Dover Lane
4.90566
Sujoy Kumar Datta
D

GMAT complete (batch)

"I have been a part of the cubix gmat classroom for the past 6-7 months , went through the rigorous drill of the gmat prep and feel quite confident to share my experience . Seeing an upwards curve in my mocks will write the paper later this month end . Firstly , from my personal experience cubix is the best institute in terms of individually focusing on every single student compared to other institutes . Will be forever thankful to the faculties led by sujoy sir especially - for the immense customisation to study plans , study materials etc they did for me - purely based on my strengths and weaknesses . The question banks coupled with the numerous individual doubt clearing sessions - are the pillars of my confidence on my prep. Thanks team cubix for all the support . "

Sujoy Kumar Datta
A

CAT Coaching

"My preparation for CAT began in the month of September which was pretty late, at least I felt so. However, with the right guidance from Sujoy Sir, I was able to handle my weak areas well. His consistent motivation goes a long way in the CAT journey. It was the very dedicated mentorship of sir and the other faculty at CUBIX that assisted me in this endeavour. "

Sujoy Kumar Datta
R

ACT Exam Coaching

"It was a very pleasant experience. I could understand all the concepts that were taught to me in class. "

Sujoy Kumar Datta
S

CAT (MBA entrance) complete course

"I cannot call them teachers,Sir is the perfect mentor who will help you to sail through all the MBA entrance!! "

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Have you attended any class with Sujoy Kumar?

Answers by Sujoy Kumar (2)

Answered on 02/04/2017 Learn Exam Coaching/MBA Entrance Coaching +1 Tuition/BBA Tuition

I want to do business like marketing and stuff. I am really ambitious about it. For my undergraduate... ...more
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?

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.
Answers 97 Comments
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Answered on 15/03/2015 Learn Exam Coaching/Quantitative Aptitude

If the sum of two numbers & their LCM is 79.Then how many possible set of numbers can satisfy above equation.

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... ...more
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. :)
Answers 18 Comments
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Answers by Sujoy Kumar Datta (2)

Answered on 02/04/2017 Learn Exam Coaching/MBA Entrance Coaching +1 Tuition/BBA Tuition

I want to do business like marketing and stuff. I am really ambitious about it. For my undergraduate... ...more
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?

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.
Answers 97 Comments
Dislike Bookmark

Answered on 15/03/2015 Learn Exam Coaching/Quantitative Aptitude

If the sum of two numbers & their LCM is 79.Then how many possible set of numbers can satisfy above equation.

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... ...more
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. :)
Answers 18 Comments
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Sujoy Kumar Datta describes himself as Mentor - GMAT | CAT | IIT alum. Sujoy Kumar is located in Dover Lane, Kolkata. Sujoy Kumar takes Regular Classes- at his Home and Online Classes- via online medium. He has 8 years of teaching experience . He is well versed in Hindi, English and Bengali. Sujoy Kumar has got 66 reviews till now with 100% positive feedback.

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