National Aptitude Test in Architecture
Hello Praveen,
Congratulations on your JEE percentile.You have scored a really good percentile. This can definitely help you out in joining your dream college. You have the potential to join the college and college is a brilliant platform for the students providing them placements.The eligibility conditions are :
Hello Aspirant,
Hope you're doing well.
So for your required questions I'm providing a link here from where you can download the brochure as well as the sample papers.
And for future NATA updates/news you can click on "Get Updates".
https://engineering.careers360.com/exams/nata
Hope this helps.
All the Best!
107 in nata is quite good but following to u r board marks which is very good so getting better collegee is quite easy but i would like tu tell u that u should give nata again for better marks hope so if u get any higher marks in nata
Hi,
NTA has announced JEE mains rank. It would be better of you check your rank from JEE Mains official website. However, based on data available online, your CRL Rank at 32.01801 percentile would be around 675000+ . This is a predicted rank and your actual rank could vary.
I
Yes you can get a government college..
Here below there is a link provided to you of carreer 360. Here you can check the eligibility of you in a government college
https://engineering.careers360.com/articles/nata-eligibility-criteria
Hello candidate,
In the part b of the NATA examination chemistry is asked and most of the questions are asked from topics such as Basic Concepts, Thermodynamics, Organic Chemistry, Chemical Bonding. The level of the question asked in chemistry are of easy to moderate level and if you have prepared
Here is list of best books for aspirants appearing for jee main paper 2 and nta exam. You can do self study using these books.
Below is the syllabus of jee main paper 2 and nata.
Maths syllabus -
Complex numbers and quadratic equations
Matrices and determinants
Sets, relations and functions
Mathematical induction
Permutations and combinations
Mathematical reasoning
Limit, continuity and differentiability
Integral calculus
Three-dimensional geometry
Differential equations
Binomial theorem and its simple applications
Sequences
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