In which programme will the candidates get admission after being shortlisted in IIITH UGEE?

34 Views|Posted 2 years ago
Asked by Shiksha User
3 Answers
M
a year ago

For admission to dual degree programs, use the UGEE method. A B.Tech. and a Master of Science in Research are the two degrees awarded to dual degree programme graduates. A research thesis must be completed in order to receive a master's degree. Students who complete the programme are ready for caree

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M
2 years ago

Candidates who get shortlisted after appearing for the IIITH UGEE exam will be eligible for admission into the Dual Degree Programs offered by the institute.

Here's a breakdown:

  • UGEE stands for Undergraduate Entrance Examination. It's the entrance exam conducted by IIIT Hyderabad specifically for admi

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D
2 years ago

Candidates will get admission to the Bachelor of Technology (BTech) + Master of Science by Research programme after being shortlisted. IIIT offers admission to five dual degree courses Electronics and Communication Engineering (ECD), Computer Science and Engineering (CSD), Computer Science (CSD), Co

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Similar Questions for you

No, it's basically not possible.

The 5-year dual degree through UGEE (like at IIIT Hyderabad) has a completely separate admission process. If you join through JEE Main (B.Tech), you can't later switch into the UGEE dual-degree program.

No, despite being a "Research Aptitude" test, the computer-based format only supports objective types (MCQs) and numerical entries. There are no descriptive based questions in the IIITH UGEE exam.

The SUPR section is comparable to JEE Main, but REAP section is considered challenging as it requires creative thinking and "out-of-box" problem solving. It can be compared to the Olympiad level questions.

No, physical or on-screen calculators are strictly prohibited in both sections. 

Yes, in REAP section there can be questions on linguistics puzzles testing pattern recognition in unfamiliar languages. These questions do not require prior knowledge of the language, only logical deduction skills.

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