Skip to main content

Comparison of Closing Merits of NUST in last 3 years

The table below gives a comparison between the closing merits of last 3 years (2012, 2013 and 2014) of NUST on NET based admissions for Engineering, Business Studies & Architecture.

Field
                Closing Merits of Engineering Fields                
2012
2013
2014
Civil Engineering (Risalpur)
1624
2289
1825
Environmental Engineering (Islamabad)
3223
3564
4189
Civil Engineering (Islamabad)
1244
1461
1389
Geo Informatics Engineering (Islamabad)
3361
3778
4239
Mechanical Engineering (Islamabad)
696
604
345
Electrical (Telecom) Engineering (Rawalpindi)
1669
2902
2600
Computer Software Engineering (Rawalpindi)
1716
2636
2113
Electrical Engineering (Rawalpindi)
554
692
890
Mechanical Engineering (Rawalpindi)
574
761
629
Computer Engineering (Rawalpindi)
2137
3166
2838
Mechatronics Engineering (Rawalpindi)
1042
1391
1432
Electrical Engineering (Karachi)
2017
3059
3051
Mechanical Engineering (Karachi)
1364
1464
1733
Mechanical Engineering (Winter Session) (Karachi)
2072
3068
2686
Industrial & Manufacturing Engineering (Karachi)
2895
3944
4297
Avionics Engineering (Risalpur)
1264
1273
1595
Aerospace Engineering (Risalpur)
920
731
978
Electrical Engineering (Islamabad)
659
792
707
Software Engineering (Islamabad)
1272
1991
1580
Computer Science (Islamabad)
2957
3062
3313
Chemical Engineering (Islamabad)
1314
1700
1400
Material Engineering (Islamabad)
2211
2904
2975


Field
  Closing Merits of Business Studies/Social Sciences   
2012
2013
2014
  Bachelor of Business Administration (Islamabad)  
450
576
587
BS Economics (Islamabad)
373
625
1137
BS Mass Communication (Islamabad)
765
861
1134
BS Public Administration (Islamabad)
769
864
1138
BS Accounting & Finance (Islamabad)
-
450
717

Field
   Closing Merits of Architecture and Industrial Design   
2012
2013
2014
Bachelor of Architecture
142
146
87
                  Bachelor of Industrial Design                    
-
277
235


Labels:

Comments

Post a Comment

Popular posts from this blog

Merit Lists

Merit Lists Merit Lists of MCAT/UHS Merit List of 2010,2011,2012 Merit list of 2013 (MBBS) Merit Lists of NUST Merit list of NET 2013(Engineer, Arts, Business) Merit list of NET 2013 (Medical) Merit list of NET 2011, 2012 Merit Lists of UET Merit list of UET Taxilla 2013 Merit Lists of FMDC Merit list of FMDC 2013
Post a Comment
Read more

Past Paper of Shifa

MCQs from Shifa Entrance Test 2014 Given below are the questions/points from the Entrance Test of Shifa held in 2014. 1. Valves of heart which close due to pressure changes in chambers  2. Ultra structure of leaf  3. Which parts of leaf contain chloroplasts  4. Test for identification of aldehydes and ketones  5. Reactivity of alcohols  6. Projectile motion from physics had numericals that were simple  7. Energy changes and forces acting on a projectile during different points of motion.  8. Kinetic energy of a body at ground when falling from a given height  9. Distance between nodes and anti-nodes in a stationary wave  10. Questions were there from thermal physics regarding energy changes and laws of thermodynamics  11. Chemistry had basic questions which tested basic concepts like ionization energy trends, reactivity trends etc  12. Antonym of palatable? Ans: Tasteless 13. Antonym of circumlocution? Ans: Directness 14. Synonym ...
Post a Comment
Read more

Inverse of a Function

Inverse of a Function In this Post I will discuss the method for finding the inverse of a given function from the 4 options as given in the Entrance tests of Engineering Universities. The very first step before finding the inverse is to make a check whether the function is One-to-One or not.  By One-to-One function we mean that function for example f(x) should not have the same value at two different values of x. In other words for each element of the Domain there should be a distinct element in the range. Check for One-to-One: A function which passes the horizontal line test is a One-to-One function. This means if a horizontal line is drawn it should not cross the function curve at more than one point. Another way to check if a function is One-to-One or not is shown below: If , f(a) = f(b) , implies that a=b , the given function is One-to-One. Consider the following examples: f(x) = 5x + 10 f(a) = 5a + 10 f(b) = 5b + 10 Taking f(a) = f(b) gives, 5a...
Post a Comment
Read more