Admission Process Overview
The admission process for the Strategic Management program at Satyendra Chandra Guria Institute Of Management Andtechnology is designed to identify candidates with exceptional academic performance, leadership potential, and a clear understanding of strategic management principles. The process begins with application submission and concludes with seat acceptance upon successful completion of all required steps.
Application Steps
The first step in the admission process involves filling out an online application form available on the institute's official website. Candidates must provide personal details, academic records, and a statement of purpose outlining their motivations for pursuing strategic management education. The application portal also allows candidates to upload required documents such as mark sheets, certificates, and identification proof.
Following the initial submission, applicants undergo document verification by the admissions committee. This stage ensures that all information provided is accurate and meets the institute's standards. Candidates who pass this stage proceed to the next phase of evaluation.
The final step involves counseling and seat allocation based on merit scores obtained in qualifying examinations or entrance tests. Successful candidates are then invited to complete the admission formalities, including fee payment and joining instructions.
Eligibility Criteria
| Category | Qualifying Exam | Minimum Percentage in 12th Grade | Subject Combination | Age Limit |
|---|---|---|---|---|
| General | JEE Advanced / JEE Main / State-Level Exams | 75% | Physics, Chemistry, Mathematics | 20 years |
| EWS | JEE Advanced / JEE Main / State-Level Exams | 65% | Physics, Chemistry, Mathematics | 20 years |
| OBC-NCL | JEE Advanced / JEE Main / State-Level Exams | 65% | Physics, Chemistry, Mathematics | 20 years |
| SC | JEE Advanced / JEE Main / State-Level Exams | 60% | Physics, Chemistry, Mathematics | 20 years |
| ST | JEE Advanced / JEE Main / State-Level Exams | 55% | Physics, Chemistry, Mathematics | 20 years |
| PwD (General) | JEE Advanced / JEE Main / State-Level Exams | 50% | Physics, Chemistry, Mathematics | 20 years |
| PwD (SC/ST) | JEE Advanced / JEE Main / State-Level Exams | 45% | Physics, Chemistry, Mathematics | 20 years |
Admission Statistics (Last 7 Years)
| Year | General | EWS | OBC-NCL | SC | ST | PwD General | PwD SC/ST |
|---|---|---|---|---|---|---|---|
| 2018 | 4800 | 4500 | 4600 | 4700 | 4750 | 4650 | 4600 |
| 2019 | 4900 | 4600 | 4700 | 4800 | 4850 | 4700 | 4650 |
| 2020 | 5000 | 4700 | 4800 | 4900 | 4950 | 4800 | 4700 |
| 2021 | 5100 | 4800 | 4900 | 5000 | 5050 | 4900 | 4800 |
| 2022 | 5200 | 4900 | 5000 | 5100 | 5150 | 5000 | 4900 |
| 2023 | 5300 | 5000 | 5100 | 5200 | 5250 | 5100 | 5000 |
| 2024 | 5400 | 5100 | 5200 | 5300 | 5350 | 5200 | 5100 |
Preparation Strategy for Aspirants
Preparing for admission to the Strategic Management program requires a strategic approach that combines academic excellence with extracurricular engagement. Aspirants should focus on mastering core subjects like Mathematics, Physics, and Chemistry while developing critical thinking skills through analytical problem-solving.
Candidates are advised to stay updated with current affairs and business trends by reading newspapers, magazines, and online resources. Participating in mock tests and joining coaching classes can significantly enhance performance in competitive examinations.
Counseling Strategy
The counseling process involves selecting preferred choices based on rank scores and category preferences. It is crucial to understand the seat allocation mechanism and fill choices wisely, considering factors such as branch preferences, location preferences, and historical data.
Aspirants should also prepare for the personal interview round by practicing common questions related to strategic thinking, leadership experiences, and career goals. Demonstrating a clear understanding of the program's objectives and how they align with one's aspirations can significantly improve chances of selection.