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| Symbiosis Institute of Business Management [SIBM], Pune and Bangalore, • It offers MBA Specializations in Marketing / Finance / Human Resource / Operations Management / Marketing Communications. • The intake is 180 seats at Pune campus and 150 seats at Bangalore campus. • The average salary last year was 8.7 lacs per annum whereas the highest salary was 10.5 lacs per annum for Pune campus. • The cutoff in 2005 and 2006 were 97+ and 83+ respectively. After getting selected in the written test, the following are the rounds conducted for the final selection. • Essay – word limit for this is 200-250 words in 10 minutes. • Group Task • Case Study • Personal Interview The cutoffs declared and the percentages of seats for various categories are as follows:
Note: SIBM may have sectional cutoff in written examination for 2008 admission. Symbiosis Institute of Computer Studies and Research [SICSR] • It offers MBA (IT) with specializations in Business Application Management / Software Process Management. • The intake is 90 seats. • The average salary last year was 5.50 lacs p.a. • The cutoff in 2005 and 2006 were 53+ and 50+ respectively. Symbiosis Institute of Media and Communication [SIMC] It offers • Masters in Mass Communication (MA) • Masters in Journalism (Print, Broadcast and Cyber Media), • Masters in Audio & Visual Production (Radio Communication, Television Production, Ad and Documentary Film making and Film Studies), Masters in Communication Management (MBA) • Advertising (Client servicing / Account planning, media and Creative- Arts & Copy), • Public Relations (PR, Corporate Communication and Event Management). • The intake is 240 seats. • The average salary last year was 3.3 lacs p. a. • The cutoff in 2005 and 2006 were 53+ and 52+ respectively. Symbiosis Institute of International Business [SIIB] • It offers MBA – International Business (IB) with specializations in Marketing / Finance / HR / Supply Chain Management and MBA – Agribusiness (AB). • The intake is 120 and 60 for IB and AB respectively. • The average salary last year was 7.55 lacs p.a. whereas the highest salary was 11.75 lacs p.a. • The cutoff in 2005 and 2006 were 78+, 52+ and 78–85, 50+ respectively. • Profile based calls are given and weightage is given to work experience and academics. After clearing the written test, the other rounds are: • Case Study • Essay Writing • Group Task. Symbiosis Institute of Management Studies [SIMS] • It offers M.B.A. with specializations in Marketing / Finance / Operations / ICT / IB / Retail Management and M.B.A. (PM & HR) • The intake is 300 students per batch. • The average salary last year was 6.14 lacs p.a. whereas the highest salary was 10.00 lacs p.a. • The cutoff in 2005 and 2006 were 56+ and 53+ respectively. Symbiosis Centre for Management and Human Resource Development [SCMHRD] • It offers MBA Specializations in General MBA / Human Resources. • The intake is 240 students. • The average salary last year was 8.4 lacs per annum whereas the highest salary was 13.5 lacs p.a. • The cutoff in 2005 and 2006 were 86+ and 79+ respectively. After getting selected for Group Task and Personal Interview Round the various steps are: • Group task • Case Analysis • Essay writing • Personal Interview Symbiosis Institute of Telecom Management [SITM] • It offers MBA (Telecom Management) with dual specialization in Marketing & Finance and Systems & Finance. • The intake is Marketing & Finance–50 and Systems & Finance–50. • The average salary last year was 5.70 lacs p.a. • The cutoff in 2005 and 2006 were 71+ and 70+ respectively. • The cut-off may go slightly higher, say by 3-4 marks for Marketing. • Here written communication is assessed and the other rounds are GD and Extempore of 3 minutes. Symbiosis Center of Information Technology [SCIT] • It offers MBA Specialization in IT Business Management / Information Systems and Security / Networks & IT Infrastructure / Software Development & Management / Systems. • The intake is 165. • The cutoff in 2005 and 2006 were 68+ and 67+ respectively. • Preference is given to computer science engineers with work experience and cut-offs including a minimum score in the quantitative ability section. • Here the final score is obtained by the formula: Final Score= SNAP score + 10 points for Academic consistency + 5 points for Engineering Degree + 3 points for Degree Computers/ IT related + 10 points for Work Experience. In GD/ PI round there are two GDs and PIs with a psychometric test Symbiosis Institute of Geoinformatics [SIG] • It offers MSc. Geoinformatics. • The intake is 80 seats. • The cutoff in 2005 and 2006 were 50+ and 48+ respectively. Symbiosis Institute of Operations Management [SIOM] • It offers MBA Specialization in Manufacturing / Retail / Consulting Firms / Financial Institutions / Transportation and Logistics / Construction / Information Technology / Hospitality / Insurance. • The intake is 66 seats. • The average salary last year was 5.60 lacs p.a whereas the highest salary was 9.25 lacs p.a. • The cutoff in 2005 and 2006 were 63+ and 62+ respectively. • This institute is only for engineers. Here the rounds after the written test are: • Essay Writing • Extempore • GD/ Case study • PI and Director’s Interview. Symbiosis Institute of Health Sciences [SIHS] • It offers MBA (Hospital & Healthcare) • The intake is 80 seats. • The cutoff in 2006 was 45+. |
Monday, December 17, 2007
About Symbiosis
SNAP Analysis Dec 16 2007
The following table gives the cut offs of 2005 and 2006 for various Symbiosis institutes and the ideal cut offs for SNAP along with some Remarks on the SNAP Papers of the last two years.
| College | Cut offs | Remark | |||
| Actual | Expected | ||||
2005 | 2006 | 2007 | |||
| SIBM MBA (Dual) | 97+ | 83+ | 85+ | Considering both Pune and Bangalore campus | |
| SIBM MBA(MARCOM) | 63+ | ||||
| SCMHRD | 87+ | 80-90 | 80+ | Based on profile of the applicant and work experience, one can expect calls at lower scores also (65+) | |
| SIIB | a.78+ b.52+ | a.78-85 b.50 + | a.78-85 b.50 + | -- | |
| SITM | 71+ | 70+ | 72+ | Cut off for Marketing may go slightly higher, say by 5 marks | |
| SCIT-ITBM | 68+ | 67+ | 70+ | Usually preference given to computer engineers with work ex. institute may consider sectinal cut offs in QA. For other courses (except ITBM) cut offs may be lower. | |
| SIOM | 63+ | 62+ | 65+ | Only for engineers. | |
| SIMS | 56+ | 53+ | 45 to 55 | -- | |
| SIMC | 53+ | 52+ | (With good scores in English section) | ||
| SICSR | 53+ | 50+ | -- | ||
| SIG | 50+ | 48+ | -- | ||
| Health Care Management | … | 45+ | -- | ||
Note: This year SIBM and SCMHRD may consider Sectional Cut-off.
Expected Sectional Cut-offs for SIBM and SCMHRD | |
Section | Expected Cut-off |
Language Skills | 16+ |
QA and DI | 14+ |
LR and AR | 18+ |
GK | 8+ |
SNAP 2007 Exam Analysis
| The Symbiosis group of institutes is synonymous with management education in Pune. Symbiosis National Aptitude (SNAP) Test is a mandatory first step for applying to any post-graduate programme at any Symbiosis Institute. Every year, thousands of students from all over the country take this test to get a call from one of the many prestigious Symbiosis institutes. This year SNAP was in line with the pattern declared by the Symbiosis group of institutes. The paper pattern was very similar to the PreSNAPs conducted by Career Forum, the national leaders in SNAP training. For a student who gave his/her PreSNAPs carefully, the actual SNAP was a cakewalk. The overall difficulty level was moderate. Reasoning section was comparatively easier than the others whereas Reading Comprehension passages, which form a part of VA section, were tougher than that of last year A FEW CHANGED ASPECTS OF THE PAPER- » In Reasoning section the questions carried two marks each and questions are reduced to 30. » The Verbal Reasoning questions were included in Verbal Ability section as mentioned on the SNAP web site. The difficulty level of this section was average. » The Quantitative Ability and Data Interpretation sections were clubbed in single section as per previous year's paper. An overall attempt of 110 + with 80% accuracy would fetch a good score.
The break-up and weight-age of the sections is as follows:
The optimal time allotment strategy for this paper would be:
Comparision of 2005, 2006 and 2007 SNAP Paper
SECTIONAL BREAK UP SECTION I: General English: Reading Comprehension, Verbal Reasoning and Verbal Ability The Verbal Ability section was easier than the Reading comprehension passages, which were 4 in number, more than that of last year. Most of the questions were inference based, thus making them tougher also. Overall, this section was of moderate difficulty level. There were 40 questions in this section. The questions in Verbal ability section are as follows:
A score of 15+ may be possible if one follows a time allotment strategy mentioned. SECTION II : Quantitative Aptitude and Data Interpretation The section was a balanced one. There were questions from Quantative Ability, Data Interpretation, Data Sufficiency and Quantitative Comparison. However, the difference was that this year more questions from hitherto untouched sections like Permutation-Combination, Probability, Linear equations were also present. Overall, this section was of moderate difficulty level. The question types include:
The DI section was also very easy. Most questions could have been solved by simply visual inspection. The question types include:
SECTION III: General Awareness This section was a good blend of Current Affairs and static General Knowledge. Those who have made use of the Career Forum GK Handbook stand to gain in this section. SECTION IV: Analytical Reasoning and Logical Reasoning There were questions from arrangement, visual reasoning, analytical reasoning, blood relation etc. Overall, this section was easier than the other sections. The question types include:
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Math Review Sheet
1. Circles
Circumference =
Diameter =
Radius =
Area =
The area of a circle is 36. What is the diameter of the circle?
The radius of a circle is 10. What is the circumference of the circle?
What formula do you use to find the ratio of the arcs, sectors, etc. of a circle?
2. Perfect Squares
List all the perfect squares from 0 to 100
3. Odds and Evens
Odd + Odd =
Odd * Even =
Even - Even =
Even/Odd =
Even * Even =
Odd + Even =
Odd - Odd =
Odd/Odd =
4. Least Common Multiples
What is the least common multiple of 15 and 24?
What is the least common multiple of 12 and 30?
5. Common Percent Equivalencies
Decimals to Fractions
0.4 =
0.875 =
0.167 =
0.85 =
0.375 =
Fractions to Decimals
5/8 =
2/40 =
5/6 =
3/5 =
2/16 =
6. Distance Problems (Distance, Rate & Time)
Distance =
Rate =
Time =
7. Triangles (30-60-90, 45-45-90, 3-4-5, 5-12-13)
Draw a 30-60-90 triangle and label its sides and angles
Draw a 45-45-90 triangle and label its sides and angles
(Note: All of the following are right triangles)
If the leg opposite the 30-degree angle is 8, what is the hypotenuse of the triangle?
If one of the legs is 6 and the hypotenuse is 10, what is the other leg?
If the hypotenuse is 20, what is the length of the leg opposite the 45-degree angle?
If one of the legs is 10 and the other leg is 24, what is the length of the hypotenuse?
8. Prime Numbers
List all the prime numbers less than 22
9. Work Problems
What is the formula to use for work problems?
If Sue can do a job in 3 hours and Bob can do the same job in 6 hours, how long will it take them working together at their respective rates?
If Tom can do a job in 10 hours and Tom and Mary together can do the job in 6 hours working at their respective rates, how long will it take Mary to do the job by herself?
10. Percent Problems
What number should you always pick for percent problems?
What formula will give you the percent increase/decrease?
What formula will give you what percent the new quantity is of the old quantity?
11. Number Quantities
What numbers get bigger when you square them?
What numbers stay the same when you square them?
What numbers get smaller when you square them?
What numbers get bigger when you cube them?
What numbers stay the same when you cube them?
What numbers get smaller when you cube them?
12. Probability
What formula will give you probability of an event occuring?
What method do you use to find the total number of events that could occur?
What is a popular shortcut to find the probability of "success"?
13. Inequalities
An inequality can be treated just like an equal sign with one exception. What is it?
If 6x < -18, what does x have to be?
If -10x + 120 > -2(40 + 15x), what does x have to be?
14. Averages
What is the formula used to find out the average of a group of numbers?
If a group contains five numbers and the average of the numbers is 17, what is the sum of the numbers?
If the average of a group of numbers is 24 and the sum of the numbers is 192, how many numbers are there?
15. Divisibility Rules
How do you know if a number is divisible by 3?
How do you know if a number is divisible by 4?
How do you know if a number is divisible by 5?
How do you know if a number is divisible by 6?
How do you know if a number is divisible by 7?
How do you know if a number is divisible by 9?
Is 47 a prime number?
Is 117 a prime number?
Is 981,495 a prime number?
16. Ratios
If three things are in a ratio of 5:9:11, what does the total number of things have to be a multiple of?
If the number of things represented by the 5 doubles, can you represent the new ratio as 10:9:11?
If you add 6 things to the the number of things represented by the 9, can you represent the new ratio as 5:15:11?
If the number of things represented by the 9 is reduced by one-third, can you represent the new ratio as 5:7:11?
17. Exponents
(x2)*(x3) =
(x8)/(x2) =
(x3)2 =
x-6 =
18. Parallelograms
What is the formula for the area of parallelogram?
What things do you know to be true about a parallelogram?
What do you know about the area of a parallelogram versus the product of its sides?
Is a square always a parallelogram?
Is a parallelogram always a square?
SOLUTIONS
1. Circles
Circumference = 2 * Pi * R where R = Radius or Pi * D where D = Diameter
Diameter = 2 * R
Radius = D/2
Area = Pi * R2
The area of a circle is 36. What is the diameter of the circle?
36 = Pi * R2 so R = 6 / Square root of Pi so D = (12 * Square root of Pi)/Pi
The radius of a circle is 10. What is the circumference of the circle?
Circumference = 2 * Pi * R so circumference = 20 * Pi
What formula do you use to find the ratio of the arcs, sectors, etc. of a circle?
x/360 = arc length/circumference = area of sector/area where x is the degree measure of the angle
2. Perfect Squares
List all the perfect squares from 0 to 100
0 (don't forget 0!), 1, 4, 9, 16, 25, 36, 49, 64, 81, 100
3. Odds and Evens
Odd + Odd = Even
Odd * Even = Even
Even - Even = Even
Even/Odd = Even (or decimal)
Even * Even = Even
Odd + Even = Odd
Odd - Odd = Even
Odd/Odd = Odd (or decimal)
4. Least Common Multiples
What is the least common multiple of 15 and 24?
15 = 3 * 5 and 24 = 2 * 2 * 2 * 3, Eliminate one of each of the common factors (3) and multiply the rest of the prime factors, LCM = 120
What is the least common multiple of 12 and 30?
12 = 2 * 2 * 3 and 30 = 2 * 3 * 5, Follow the same procedure as above, eliminate 2 & 3, LCM = 60
5. Common Percent Equivalencies
Decimals to Fractions
0.4 = 2/5
0.875 = 7/8
0.167 = 1/6
0.85 = 17/20
0.375 = 3/8
Fractions to Decimals
5/8 = 0.625
2/40 = 0.05
5/6 = 0.833
3/5 = 0.6
2/16 = 0.125
6. Distance Problems (Distance, Rate & Time)
Distance = Rate * Time
Rate = Distance/Time
Time = Distance/Rate
7. Triangles (30-60-90, 45-45-90, 3-4-5, 5-12-13)
Draw a 30-60-90 triangle and label its sides and angles
The side opposite the 90 will be 2X, the side opposite the 60 will be X * the square root of 3, the side opposite the 30 will be X
Draw a 45-45-90 triangle and label its sides and angles
The sides opposite the 45 will be Xs, the side opposite the 90 will be X * the square root of 2
(Note: All of the following are right triangles)
If the leg opposite the 30-degree angle is 8, what is the hypotenuse of the triangle?
16
If one of the legs is 6 and the hypotenuse is 10, what is the other leg?
8 (3-4-5 triangle)
If the hypotenuse is 20, what is the length of the leg opposite the 45-degree angle?
10 * the square root of 2
If one of the legs is 10 and the other leg is 24, what is the length of the hypotenuse?
26 (5-12-13 triangle)
8. Prime Numbers
List all the prime numbers less than 22
2 (1 is not a prime number!), 3, 5, 7, 11, 13, 17, 19
9. Work Problems
What is the formula to use for work problems?
(X*Y)/(X+Y) = Combined time of two workers (C) where X equals the time of one worker working alone and Y equals the time of the other worker working alone
If Sue can do a job in 3 hours and Bob can do the same job in 6 hours, how long will it take them working together at their respective rates?
2 hours
If Tom can do a job in 10 hours and Tom and Mary together can do the job in 6 hours working at their respective rates, how long will it take Mary to do the job by herself?
10Y/(10 + Y) = 6 so Y = 15 hours
10. Percent Problems
What number should you always pick for percent problems?
100
What formula will give you the percent increase/decrease?
[(New # - Old #)/Old #] * 100
What formula will give you what percent the new quantity is of the old quantity?
(New #/Old #) * 100
11. Number Quantities
What numbers get bigger when you square them?
Negative numbers and numbers greater than 1
What numbers stay the same when you square them?
0 and 1
What numbers get smaller when you square them?
Numbers between 0 and 1
What numbers get bigger when you cube them?
Numbers between -1 and 0 and numbers greater than 1
What numbers stay the same when you cube them?
-1, 0 and 1
What numbers get smaller when you cube them?
Numbers less than -1 and numbers between 0 and 1
12. Probability
What formula will give you probability of an event occuring?
Favorable events divided by total number of events
What method do you use to find the total number of events that could occur?
Multiply each individual event by the number of different things that could happen for that event
What is a popular shortcut to find the probability of "success"?
1 - Probablity of failure
13. Inequalities
An inequality can be treated just like an equal sign with one exception. What is it?
When you are dividing or multiplying by a negative number, you must "flip" the sign
If 6x < -18, what does x have to be?
x < -3
If -10x + 120 > -2(40 + 15x), what does x have to be?
x > -10
14. Averages
What is the formula used to find out the average of a group of numbers?
(Sum of numbers/# of numbers)
If a group contains five numbers and the average of the numbers is 17, what is the sum of the numbers?
85
If the average of a group of numbers is 24 and the sum of the numbers is 192, how many numbers are there?
8
15. Divisibility Rules
How do you know if a number is divisible by 3?
Sum of the digits is divisible by 3
How do you know if a number is divisible by 4?
Last two digits are divisible by 4
How do you know if a number is divisible by 5?
Last digit is either a 0 or a 5
How do you know if a number is divisible by 6?
Number is even and divisible by 3
How do you know if a number is divisible by 7?
Number divides evenly by 7 (there is no shortcut)
How do you know if a number is divisible by 9?
Sum of the digits is divisible by 9
Is 47 a prime number?
Yes
Is 117 a prime number?
No (divisible by 3, 9, etc.)
Is 981,495 a prime number?
No (divisible by 3, 5, etc.)
16. Ratios
If three things are in a ratio of 5:9:11, what does the total number of things have to be a multiple of?
25 (the sum of the numbers)
If the number of things represented by the 5 doubles, can you represent the new ratio as 10:9:11?
Yes, multiplication and division are okay
If you add 6 things to the the number of things represented by the 9, can you represent the new ratio as 5:15:11?
No, not unless you know the absolute number
If the number of things represented by the 9 is reduced by one-third, can you represent the new ratio as 5:7:11?
No, but you could represent it by 5:6:11
17. Exponents
(x2)*(x3) = x5 (Add the exponents)
(x8)/(x2) = x6 (Subtract the exponents)
(x3)2 = x6 (Multiply the exponents)
x-6 = 1/x6
18. Parallelograms
What is the formula for the area of parallelogram?
Base * Height (Not Side * Side)
What things do you know to be true about a parallelogram?
Opposite angles are equal, opposite sides are equal, sides are parallel, interior angles equal 360
What do you know about the area of a parallelogram versus the product of its sides?
The area will always be less than the product of the sides (because the height of of the parallelogram will always be less than the length of the sides).
Is a square always a parallelogram?
Yes
Is a parallelogram always a square?
No
Management Institutes – All India
Academy for Studies on Tourism & Research Tirupati
Academy of Management studies Dehradun
Acharya Institue of Technology Bangalore
Acharya Institute of Management Science (AIMS) Bangalore
Adhiyamaan Engineering College Hosur
AIM Univesity - New Delhi
AIMA-Centre for Management Education (PGDITM) Multi-location
AIMA-CME (PGDITM) Multi-location
AIMA-CME (PGDM) Multi-location
AIMA-CME (PGDM) Multi-location
AIMA-CME (PGDM) Multi-locatoin
AIMA-CME(PGDITM) Multi- location
Alcozin Institute of Management & Information Technology Noida
Alliance Business Academy Bangalore
Ambedkar Institute of management Studies Visakhapatnam
Amity Business School Noida
Amrapali institute Haldwani
Apeejay Institute of Management & Information Technology New Delhi
Apeejay School of Marketing New Delhi
As Patil College of Commerce Bijapur
Asan Memorial Institute of Management Chennai
Asia Pacific Institute of Management Jaipur
Asia Pacific Institute of Management New Delhi
AV Institute of Management Studies Chennai
Bankatlal Badruka College for Information Technology Hyderabad
Bapuji Institute of Engineering & Technology Davangere
BDS Institute of Management Meerut
Besant Vidya Kendra Mangalore
Bharatiya Vidya Bhavan Bangalore
Bharatiya Vidya Bhavan New Delhi
Bhilai Institute of Technology Durg
Birla Institute of Management Technology New Delhi
BLS University Ghaziabad
Bundelkhand University Jhansi
CBM College Coimbatore
Centre for Management Development Modinagar
Centre for Management Research & Development Pune
Centre for Management Technology Greater Noida
Cherraan Institute of Management Studies Kangayam
Christ College Bangalore
CMR Institute of Management Studies Bangalore
CMS Institute of Management Studies Coimbatore
Coimbatore Institute of Management & Technology Coimbatore
Crescent Engineering College Chennai
D.G. Vaishnav College- School of Management Chennai
Data Systems Research Foundation Pune
DC School of Management & Technology Idukki
Deen Dayal Upadhyaya Institute of Management & Higher Studies Kanpur
Dewan Institute of Mangement Studies Meerut
Direcway Global Education Gurgaon
DPC Institute of Management New Delhi
Dr. Garu Hari Singhania Institute of Management & Research Kanpur
EMPI Institutions New Delhi
Fortune Institute of International Business New Delhi
Global Institute of Management & Technology New Delhi
Graduate School of Business & Administration Greater Noida
Guru Nanak Institute of Management New Delhi
Heritage Institute of Technology Kolkata
IILM Academy for Higher Learning Greater Noida
IILM Institute for Higher Education Gurgaon
IIMT College Meerut
ILAS International University Bhilai
India International Institute of Management Jaipur
Indian Institute of Business Management Patna
Indian Institute of Education & Business Management Pune
Indian Institute of Finance New Delhi
Indian Institute of Health & Management Research (IIHMR) Jaipur
Indian Institute of Management Training Pune
Indian Institute of Rural Management Jaipur
Indian Institute of Science & Management Ranchi
Indian Institute of Social Welfare & Management Kolkata
Indian Institute of Telecom management New Delhi
Indraprastha College of Management & Technology Jodhpur
Institute of Administrative Studies Muzaffarpur
Institute of Business Administration and Training Bhubaneswar
Institute of Business management & Research Pune
Institute of Business Management & Rural Development Ahmednagar
Institute of Business Management Kolkata
Institute of Environment & Management Lucknow
Institute of Informatics & Management Sciences Meerut
Institute of International Business & Research Pune
Institute of Management & Research Ghaziabad
Institute of Management Bhubaneswar (IBM) Bhubaneswar
Institute of Management Education Ghaziabad
Institute of Management Education research & Training Pune
Institute of Management Studeies Dehradun
Institute of Management Studies Ghaziabad
Institute of Management Studies Noida
Institute of Management Studies-Career Development & Research Ahmednagar
Institute of Marketing and Management New Delhi
Institute of Productivity & Management Ghaziabad
Institute of Productivity & Management Kanpur
Institute of Productivity & Management Lucknow
Institute of Productivity & Management Meerut
Institute of Professional Excellence & Management Ghaziabad
Institute of Professional Studies & Research(IPSAR) Cuttack
Institute of Rural management Jodhpur
Institute of Technology and Science Ghaziabad
Integrated Academy of Management & Technology Ghaziabad
Internatinal University for Human Transformation Raipur
International Institute of Foreign Trade & Research Indore
International Management Centre New Delhi
Ishan Institute of Management & Technology New Delhi
Jagan Institute of Management Studies Jaipur
Jagan Institute of Management Studies New Delhi
Jagannath International Management School New Delhi
Jaipuria Institute of Management Ghaziabad
JIS College of Engineering Kalyani
Lal Bahadur Shastir Institute of Management & Development Studies Lucknow
Lal Bahadur Shastri Institute of Management & Technology Bareilly
Lalit Narayan Mishra College of Business Management Muzaffarpur
Land mark Foundation Dehradun
Maharishi Arvind institute of Science & Management Jaipur
Maharishi Institute of Management Noida
Management education & Research Institute New Delhi
Management Institute of Management Studies Imphal
Mangalmay University Greater Noida
Manipur Institute of Durgapur Durgapur
Master School of Management Meerut
MM's Babasaheb Gawde Institute of Management Studies Mumbai
Mody College of Management Studies lakshmangarh
Motilal Rastogi School of Management Lucknow
Narula Institute of Technology Agarpara
National Institute of Personnel management Kolkata
Networked University New Delhi
New Delhi Institute of Management New Delhi
New Institute of Advertising New Delhi
Nice Management Collge Meerut
NIILM University New Delhi
NIMT Ghaziabad
NLA Business School New Delhi
Omkarananda Institute of Management & Technology Rishikesh
Pailan College of Management & Technology Kolkata
Prin N G Naralkar Institute of Career Development & Research Mumbai
Rai University New Delhi
Rai University Pune
Rajdhani College of Engineering & Management Bhubaneswar
Rakshapal Bahadur Management Institute Bareilly
Regional Institute of Management & computer Technology Mandigobindarh
RJ School of Management Studies Balasore
Rourkela Institute of Information Technology Rourkela
Royal School of Management & Technology Bhubaneswar
Rukmini Devi Institute of Advanced Studies Delhi
Sambalpur University Sambalpur
Saraswati Institute of Management & Technology Rudrapur
Shiva Institute of Management Studies Ghaziabad
Shivdan Singh Institute of Technology & Management Aligarh
Shri Shankaracharya College of Management & Technology Bhilia
Skyline Business School New Delhi
Som Lalit Institute of Management Studies Ahmedabad
Sri Satyasai Institute of Information Technology Bhubaneswar
Sri Sringeri Sharada Institute of Management New Delhi
Srusti Academy of Management Bhubaneswar
Suryadatta Institute of Management & Information Research (SIMIR) Pune
The Delhi School of Communication New Delhi
The NIS Academy Kolkata
The NIS Academy New Delhi
The University of Burdwan Burdwan
Tolani Institute of Management Studies Kachchh
United Institute of Management Allahabad
Vaishali Institute of Business & Rural management Muzaffarpur
Welingkar Institute of Management Development & Research Mumbai
Xavier Institute of Social Service Ranchi
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