what was the last year cut off? i m scoring 66 marks in paper 1...will i be able to get cut off marks?

3 years ago


Answers : (1)


for general category with 66 marks you cant crack jee......you will be unable for admission in IIT's


Expected ranks based on marks in IIT-JEE 2010
Expected Marks Expected Rank
Above 290 Below 500
289-275 501-1000
274-245 1001-2000
244-225 2001-3000
224-210 3001-4000
209-200 4001-5000
199-190 5001-6000
189-179 6001-7000



3 years ago

Post Your Answer

More Questions On IIT JEE Entrance Exam

Ask Experts

Have any Question? Ask Experts
Post Question
Answer ‘n’ Earn
Attractive Gift
To Win!!!
Click Here for details
which book i read?
Hi, If you feel you have a good intellectual level, then follow arihant books, otherwise just follow your text books and take some study material for the support....
Shobhit Varshney 9 days ago
0my age is 19 and i m giving 12 th in state board exam next year....am i elligible for jee advance 2015
EE Main 2014 Eligibility Criteria 1. Pass Percentage in Qualifying Examination: Candidates must have studied Physics,Mathematics as compulsory subjects They must have studied any one of the...
Sher Mohammad 3 months ago
For JEE 2014 the eligibility criteria for admission, in context of age was: Born on or after 1stOctober 1989. So for JEE 2015 you can have the idea about the exact date, i.e.,Born on or...
Aziz Alam 3 months ago
Sir, I got 48296 ( overall rank ) and 34385(category rank) in JEE mains... what are the colleges that I can get in ?
The link below is IIT JEE Main Branch and College Predictor.You can use it to get the answer to your query. http://www.askiitians.com/iit-jee/main/college-branch-predictor.html Thanks &...
Aziz Alam 3 months ago
Please provide full question...
Amit Shekhar one month ago
In how many points do the graphs of the equations x2 + y2 = 25 and y2 = 4x intersect ?
Hi Student Substitue y 2 = 4x in equation of circle x 2 + 4x – 25 =0 x= ( -4 ± ( 16 + 100) ½ )/2 = -2 ± ( 29) 1/2 Since y cannot be negative so x will only take...
Harsh Patodia 4 days ago
Hi, Solving these two equations, we get two values of x, one negative and one positive. putting the positive value of x in the equation of parabola,we get two values of y. So, there are two...
Shobhit Varshney 4 days ago
View all Questions »