AEEE Exam Date 2023 Released: Check Phase 1, 2 Dates
AEEE 2023 exam dates for phase 1 and phase 2 exams have been released by Amrita Vishwa Vidyapeetham. As per the notice, AEEE phase 1 and phase 2 exams will be conducted from April 21 to 28, 2023, and May 5 to 11, 2023 respectively.
AEEE Exam Date 2023: Amrita Vishwa Vidyapeetham has declared the AEEE 2023 exam dates. As per the official notification, AEEE phase 1 and phase 2 exams will be conducted from April 21 to 28, 2023, and May 5 to 11, 2023 respectively. Candidates interested to appear for the AEEE exam, should visit the official website, amrita.edu. and need to submit the AEEE application form. The candidates, who have passed class 10+2 or the equivalent exam and got 60% marks in Chemistry, Mathematics, and Physics, are eligible to apply for the AEEE 2023 exam. The authority has not yet declared the official dates for closing the application form for AEEE 2023. It is assuming the last date of AEEE registration 2023 will be tentatively March 2023.
Also read l AEEE 2023 Eligibility Criteria
AEEE Exam Date 2023: Phase 1 and Phase 2
Check out the AEEE exam dates 2023 for phase 1 and phase 2 here in the given table-
Events | Dates |
AEEE phase 1 exam | April 21 to 28, 2023 |
AEEE phase 2 exam | May 5 to 11, 2023 |
AEEE 2023 Registration: Direct Link
The candidates can click on the following direct link to complete the AEEE 2023 registration-
Direct link to complete AEEE 2023 registration- Click here |
AEEE 2023 Exam Pattern
Before appearing for the AEEE exam, the candidates can check out the AEEE 2023 exam pattern here-
- Mode of the AEEE exam: Both online (computer-based) and offline (pen and paper-based)
- Medium of AEEE question paper: English
- Time duration: 2 hours 30 minutes
- Type of the AEEE questions: Multiple Choice questions (MCQs)
- Total marks: 300
- Total questions: 100
- Physics: 30 questions
- Chemistry: 25 questions
- Mathematics: 40 questions
- English: 40 questions
- Marking scheme: The candidates will be rewarded with 3 marks in case of correct answers; whereas will get a deduction of one mark for every incorrect answer.
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