Thapar University MCA Entrance Exam 2014 Merit List declared on July 7
Thapar University MCA Entrance Exam 2014 Merit List is declared on July 7, 2014 in online mode. The exam conducting authority Thapar University, Patiala has released the comprehensive merit list, which is devised on the basis of marks obtained by candidates in the entrance exam. Candidates can download the Thapar University MCA Entrance Exam 2014 Merit List from the same page to know their scored marks.
Check here to download Thapar University MCA Entrance Exam 2014 Merit List
Premium Help-Talk to our expert counsellors to explore Thapar University MCA Entrance Exam 2014 on 011-40360360 (Paid Service)
Thapar University has also notified on the counselling venue and schedule. According to official notification, the counselling will be conducted at University Auditorium of the university and the deposit of counselling fee of Rs 113, 400/- is scheduled for July 16, 2014 at 9:oo am.
Further, it added last round of counselling for vacant seats (if any) is scheduled to be held on July 29, 2014. Qualifying candidates, who want hostel accommodation, are required to pay counselling fee and hostel fee. The fee structure for such candidates is Rs 113,400 + Rs 27,000 + Rs 3500/- with hostel.
The online test for MCA course was held from June 24 to June 29, 2014. For lateral entry (under this candidates will secure admission to second year of MCA course) offline test was held on June 15, 2014 at the university campus premises. The question paper carried 150 Multiple Choice Questions and total time for the entrance examination was three hours.
Stay connected to it.careers360.com for more news and feature articles on Thapar University MCA Entrance Exam 2014 Merit List.
Questions related to JEE Main
What score should I reach in IIT JEE advanced 2020 to get admission into Mathematics and Computing course in IIT Delhi? i have EWS reservation.
Mathematics+ Computing Course is CSE. CSE has cloud computing, mobile computing course. Mathematics is present for 2 years i.e. 1st semester to 4rth semester.
As per previous year , IIT delhi cutoff for EWS category reservation :- 12. for general category, CSE cutoff is 93. To get categorical rank 12, you have to perform very very well. Try to score 85% of the total score in JEE advance. Prepare well. Practice more on weak sections. appear mock tests and check your performance.
for previous year cutoff, please visit the link below:-
Hope it helps!
what should be the ranking based on mock test mark for JEE advanced . Test 1 -75 , Test 2 - 85
According to previous year trends, a score of 160 would generally translate to a rank of around 5000. However please note that this is only an estimation, and can vary hugely with the difficulty of the actual exam. Also, I would suggest you in this regard, that when you attempt mock tests, give yourself 20-30 minutes lesser. In actual exam, much of the time is lost for most people by panicking and under exam pressure. Good luck! :)
is log table is given in jee main and jee advanced exam
The answer is no. No log tables will be provided during any of the JEE exams (both main and advanced). But you will br provided with a blank sheet of paper. Calculators are not allowed too. You may do any of the calculations on the blank sheet of paper.
I got 93.46 percentile in jeemains and expected to get 88% in my board exams. can I get seat in sastra university
The cut offs will be different for the different courses of the same university. Whereas when it comes to your boards score, it wouldnt really affect your placement. You just have to have more than 75 percentage on your 12th grade.
For more info regarding the university,
Check the following link:
is equation of sphere and intersection of two spheres (3d geometry) a part of mathematics jee main 2020
Well the answer is yes. There will be a lot of geometry questions that will be asked in jee mains and advanced. You may expect questions of different patterns from the dame topic. Like find the area between two spheres, find the points of intersection, find the planes of intersection etc.