RCOEM, MHT CET Cutoff 2023 for GOPENS Category is listed below. The overall cutoff percentile for MHT CET is 82.2 - 98.15
Courses | Round 1 | Round 2 | Round 3 |
---|---|---|---|
Compare | 98.15 | 98.13 | 98.07 |
Compare | 97.78 | 97.77 | 97.66 |
Compare | 96.92 | 96.87 | 97.75 |
Compare | 96.37 | 96.13 | 96.43 |
Compare | 96.22 | 95.95 | 95.94 |
RCOEM, JEE Main Cutoff 2023 for General Category is listed below. The overall cutoff rank for JEE Main is 2802 - 21197
Courses | Round 1 | Round 2 | Round 3 |
---|---|---|---|
Compare | 2802 | 2802 | 2728 |
Compare | 4002 | 3194 | 3979 |
Compare | 4241 | 4523 | 4285 |
Compare | 4315 | 3979 | 4460 |
Compare | 4526 | 5397 | 6272 |
RCOEM, MAH MCA CET Cutoff 2023 for MI Category is listed below. The overall cutoff marks for MAH MCA CET is 73.76
Courses | Round 1 | Round 2 | Round 3 |
---|---|---|---|
Compare | 73.76 | 70.69 | 70.69 |
RCOEM, MAHCET Cutoff 2023 for GOPENS Category is listed below. The overall cutoff percentile for MAHCET is 91.94
Courses | Round 1 | Round 2 | Round 3 |
---|---|---|---|
Compare | 91.94 | 90.70772 | 90.21002 |
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Admission Process Overview The admission process for a course typically involves several steps, including meeting eligibility criteria, submitting an application, possibly taking entrance exams, and undergoing an evaluation process. The specifics can vary depending on the institution and the course of study. 1. Eligibility for the Course Academic Requirements: Most programs have specific academic requirements that candidates must meet to be considered for admission. This often includes: Minimum Educational Qualifications: For undergraduate programs, a high school diploma or equivalent is required. For graduate programs, a relevant bachelor's degree is usually necessary. Minimum GPA or Percentage: Institutions often set a minimum GPA or percentage that applicants must have achieved in their previous studies. Subject Prerequisites: Certain programs may require prior coursework in specific subjects. For instance, engineering programs might require a strong background in mathematics
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