What is the selection process for MBA and what is the minimum CAT percentile required?
The MBA admission process is simple and it is done in online mode. The details are mentioned below:
1. Registration for Entrance Exams
The first step is to register for the right entrance exams - CAT.
2. Admissions
- Go to the offcial website
- Register as a new user and enter your basic details.
- Get the emai
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The selection process for MBA typically involves researching and selecting the right MBA program, preparing transcripts of records, taking the GMAT or other entrance exams, and submitting an application that includes transcripts, recommendation letters, a resume, and a statement of purpose. The MBA
Upvote An MBA (Master of Business Administration) programme selection process usually consists of several steps, with the Common Admission Test (CAT) being an important part for many Indian business schools. While the process may differ between institutions, it usually entails the following steps:
1. CAT Ex
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Yes, you can join IIM Kashipur without CAT, depending on the desired programme. You can get admission to any of the offered courses except MBA. Check the list below to know which exam is accepted for which programme.
- Executive MBA (EMBA): GMAT, IIM Kashipur EMAT (Executive Management Aptitude T
Candidates must maintain a dedicated formula sheet for properties of polygons, circle theorems, and mensuration formulas. Instead of memorising blindly, candidates must solve 15-20 problems for each sub-topic to understand how and when to apply each formula.
It is technically possible to get 99 percentile in CAT Quants if a candidates obtains a perfect score in Arithmetic and Algebra. However, it can be highly risky as CAT exam often has Geometry questions aligned with Algebra or Coordinate systems. Sometimes candidates must know two different concepts
Triangles (properties, similarity, congruence, and theorems) is the most heavily tested sub-topic in CAT exam. Other high-yield areas include Circles (tangents, chords, and cyclic quadrilaterals), Mensuration (area and volume of 2D/3D shapes), and Coordinate Geometry.
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