AAT
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New answer posted
a year agoContributor-Level 10
No. To be eligible for AAT, all of the candidates are required to have attempted and qualified JEE Advanced. Only those candidates who have secured the minimum passing marks in JEE Advanced will be able to log in and register for AAT. For AAT registration process, the candidates will have to provide their registration number and date of birth. Without the credentials, the candidates will not be able to register for AAT. No offline applications will be accepted.
New answer posted
a year agoContributor-Level 10
There is no application fee for AAT. JEE Advanced qualified candidates will have to log in using the required credentials to register for AAT. After logging in, the candidates will also have to check the previously submitted details and make the necessary changes. There is no extra fee to appear for AAT. Candidates will have to select their choice of exam centre as per preference and availability. AAT application form has to be submitted before the final date.
New answer posted
a year agoContributor-Level 10
For AAT registration, the candidates will have to visit the official website at jeeadv.ac.in and click on the registration link. The candidates will have to log in using their JEE Advanced registration number and date of birth. The details have to be similar to their JEE Advanced registration Only those candidates who have qualified JEE Advanced will be eligible for AAT. Once the candidates are logged in, the candidates will have to also check the other details that was submitted during JEE Advanced.
New answer posted
a year agoContributor-Level 10
No. The candidates will not be able to access the AAT application form offline. The authorities will make the AAT application form available online at jeeadv.ac.in. No other mode of application will be accepted. The candidates will have to log in and register for AAT before the final date. Before AAT registration, the candidates are advised to check the official eligibility criteria. Only the eligible candidates will be able to register for AAT.
New answer posted
2 years ago
Contributor-Level 10
AAT Exam Pattern 2024 | |
---|---|
Topic | No of Questions |
Problem-solving skills (includes numerical and spatial reasoning) | 20 |
Critical thinking skills (includes understanding arguments and reasoning using everyday language) | 20 |
Total No of Questions | 40 |
New answer posted
2 years ago
Contributor-Level 10
In order to prepare for Ashoka Aptitude Assessment, candidates must go through their course books for most part. Other than that, they can pick any guide book with competitive English and Reasoning Ability questions.
New answer posted
2 years ago
Contributor-Level 10
The best way to know and understand the entrance exam is by solving the previous years' question papers and sample papers. Through a question paper, one can understand the exam pattern, marking scheme and the type of questions that can come in the entrance exam. Solve the question papers and test your abilities. The best way is to do it according to the time mentioned on the question paper.
New answer posted
2 years ago
Contributor-Level 10
Candidates appearing in AAT exam need to follow the given tips to manage time in the exam. The students should make a time management schedule and timeline of how they are going to segregate the topics and subjects. How much study material can one cover in one day, one week or a month. It is imperative to create a plan and a schedule before you get down to study. Give yourself enough rest and time to revise as well in the schedule. Preparation works well according to plan.
New answer posted
2 years ago
Contributor-Level 10
Geometry topics in AAT includes
- Triangles
- Circles
- Constructions
Meanwhile, Trigonometry include topics-
- Trigonometric Ratios
- Identities
- Heights
- Distances
Coordinate Geometry include topics as follows:
- Distance between two points
- Mid-points
- Gradients
New answer posted
2 years ago
Contributor-Level 10
The questions on Algebra in AAT are as follows:
- Polynomials
- Linear-quadratic Equations
- Arithmetic Progressions
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