The application form has to be filled out online at aieed.com. The AIEED 2023 exam is being held from February 1-15, 2023. Check the application process and fees here.
ARCH College of Design & Business will close the application form for AIEED 2023 on February 10, 2023; the online registration process started on January 15, 2023. The application form has to be filled in online mode. The ARCH College of Design & Business is conducting the screening exam in online mode from February 1-25, 2023. Candidates who meet the prescribed eligibility criteria for their programs may fill out the application form.
Latest Updates:
- AIEED 2023 application form closes today - Apply Here
AIEED 2023 Important Dates
Events |
Dates |
---|---|
Application process |
January 15- February 10, 2023 |
Exam date |
February 1-15, 2023 |
Commencement of classes |
May 2023 |
How to fill out the AIEED 2023 application form
The application form for AIEED 2023 is open online and may be filled out by following the steps mentioned below.
- Click on the application link given above
- You will be redirected to a log-in page
- Fill in details like your name, email id, mobile number, current qualification, and city. Also, select the course level and program of study.
- After successful registration, fill in the rest of the application form, upload documents, and pay the application fees.
AIEED 2023 Eligibility Criteria
The eligibility criteria for the UG and PG programs offered by the ARCH College of Design & Business are given below.
Undergraduate (UG) Courses
- The student must have appeared for/ or cleared Class 10 2 or an equivalent exam. Class 10 1 students can also write AIEED 2023, and qualifying students will be eligible for direct admission in the academic year 2024 after clearing the interaction and PoA stage.
Postgraduate Courses
Graduates or students pursuing graduation in any discipline from a recognized university can apply for this course.
Also Read:
CEED 2023 Part A cut-off released; check mean and standard deviations
UCEED 2023 Cut-off released as mean and standard deviation; check key points
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