What are the age criteria to be eligible for the AEEE 2023 exam?
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2 Answers
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AEEE Eligibility Criteria 2023:
Age: Applicants, whose date of birth falls on or after July 1, 2000, are eligible to apply for Amrita Engineering Entrance Exam AEEE 2023. Educational Qualification:
Students must Clear their 10+2 or it is equivalent while securing an aggregate of 60 percent marks in PCM with not less than 55 percent marks in each of these three subjects. Students seeking admission with a Pearson Undergraduate Entrance Examination score alone shall have an aggregate minimum of 75 percent in Physics Chemistry and Mathematics and not less than 75 percent in Mathematics. For more information, you may visit the Shiksha AEEE e...more -
Age Limit. Candidates for AEEE 2023 must be at least 18 years old, which means they must have been born after July 1, 2002.
Similar Questions for you
The AEEE cutoffs are not officially released by Amrita. But, you can check analysis of the cutoff can be checked here for references based on various sources: https://www.shiksha.com/engineering/aeee-exam-cutoff.
AEEE mock tests are very important, and candidates can check the benefits of taking the exam check below:
- Mock tests will help you improve your speed and accuracy.
- You will get familiar with the exam pattern and marking scheme.
- Candidates can become confident on the exam day.
Official AEEE mock tests are free for all candidates. However, candidates have to register for AEEE mock tests on the official website. After registration, candidates can take the mock tests. Also, candidates can take JEE Main mock tests along with the AEEE mock test on the mock test portal.
Candidates can attempt AEEE mock tests on the official website of AEEE. A separate portal for AEEE mock tests is launched by Amrita for candidates to practice for AEEE as well as JEE Main exams.
Candidates who are preparing for AEEE exam, can find the AEEE sample papers here: https://www.shiksha.com/engineering/aeee-exam-question-papers.
AEEE exam is held in CBT mode. To prepare for the exam, candidates should attempt as many mock tests as possible and solve sample question papers.
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