NTA Guidelines: Multi-Session Exam Procedures PDF
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This document provides guidelines for normalizing exam scores for multiple sessions. The procedure aims to ensure fairness by adjusting scores based on percentile ranks, rather than raw scores. The normalization method is applied for various exams like JEE and NEET.
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PROCEDURE FOR COMPILATION OF EXAMINATION SCORES FOR MULTI SESSION/SLOT PAPERS (Normalization procedure based on PERCENTILE SCORE) INTRODUCTION: When an examination has multiple question papers (in the same subject matter), it is critical that they be developed to be par...
PROCEDURE FOR COMPILATION OF EXAMINATION SCORES FOR MULTI SESSION/SLOT PAPERS (Normalization procedure based on PERCENTILE SCORE) INTRODUCTION: When an examination has multiple question papers (in the same subject matter), it is critical that they be developed to be parallel to one another on the given syllabus. Two or more question papers of an exam are considered parallel when they have been developed to be as similar to one another as possible in terms of the test specifications and statistical criteria. High -stakes examination may have multiple question papers in use at every test administration, when the examination cannot be conducted in a single batch. However, using multiple question papers means that the multiple question papers developed should be similar to each other. The National Testing Agency-NTA (Govt. Of India), which conducts examinations in multiple slots for various exams like JEE, NEET etc has recommended a procedure called Normalization using the Percentile Method, to overcome this issue and to see that candidates are not disadvantaged. Excerpts from NTA guidelines: The candidates will be given different sets of questions per session and it is quite possible that in spite of all efforts of maintaining equivalence among various question papers, the difficulty level of these question papers administered in different sessions may not be exactly the same. Some of the candidates may end up attempting a relatively tougher set of questions when compared to other sets. The candidates who attempt the comparatively tougher examination are likely to get lower marks as compared to those who attempt the easier one. In order to overcome such a situation, “Normalization procedure based on Percentile Score” will be used for ensuring that candidates are neither benefitted nor disadvantaged due to the difficulty level of the examination. With the objective of ensuring that a candidate’s true merit is identified, and that a level playing field is created in the above context, the Normalization Procedure, set out below shall be adopted, for compiling the NTA scores for multi session papers. The process of Normalization is an established practice for comparing candidate scores across multi session papers and is similar to those being adopted in other large educational selection tests conducted in India. Percentile Scores: Percentile scores are scores based on the relative performance of all those who appear for the examination. Basically the marks obtained are transformed into a scale ranging from 100 to 0 for each session of examinees. The Percentile Score indicates the percentage of candidates that have scored EQUAL TO OR BELOW (same or lower raw scores) in that particular Percentile in that examination. Therefore the topper (highest score) of each session will get the same Percentile of 100 which is desirable. The marks obtained in between the highest and lowest scores are also converted to appropriate Percentiles. The Percentile score of a Candidate is calculated as follows: 100 X Number of candidates appeared in the ‘Session’ with raw score EQUAL TO OR LESS than the candidate / Total number of the candidates appeared in the ‘Session’ Note: Percentile score is not the same as percentage of marks obtained. The Percentile score will be the Normalized Score for the particular examination (instead of the raw marks of the candidate) and this percentile score shall be used for preparation of the merit lists. IMPORTANT: Candidate’s scores will be notified/published in Percentile scores only and NOT as raw scores or percentage scores. N.B: For detail procedure see NTA guidelines attached. ************ National Testing Agency(NTA) Procedure to be adopted for compilation of NTA scores for multi session Papers (Normalization procedure based on PERCENTILESCORE) NTA will be conducting examinations on multiple dates, generally in two sessions per day. The candidates will be given different sets of questions per session and it is quite possible that in spite of all efforts of maintainingequivalence among various question papers, the difficulty level of these question papers administered in different sessions may not be exactly the same. Some of the candidates may end up attempting a relatively tougher set of questions when compared to other sets. The candidates who attempt the comparatively tougher examination are likely to get lower marks as compared to those who attempt the easier one. In order to overcome such a situation,“Normalization procedure based on Percentile Score” will be used for ensuring that candidates are neither benefitted nor disadvantaged due to the difficulty level of the examination. With the objective of ensuring that a candidate’s true merit is identified, and that a level playing field is created in the above context, the Normalization Procedure, set out below shall be adopted, for compiling the NTA scores for multi session papers. The process of Normalization is an established practice for comparing candidate scores across multi session papers and is similar to those being adopted in other large educational selection tests conducted in India. Fornormalization across sections, NTA shall use the percentile equivalence. Percentile Scores: Percentile scores are scores based on the relative performance of all those who appear for the examination. Basically the marks obtained are transformed into a scale ranging from 100 to 0 for each session of examinees. The Percentile Score indicates the percentage of candidates that have scored EQUAL TO OR BELOW (same or lower raw scores) that particular Percentile in that examination. Therefore the topper(highest score) of each session will get the same Percentile of 100 which is desirable. The marks obtained in between the highest and lowest scores are also converted to appropriate Percentiles. The Percentile score will be the Normalized Score for the examination(instead of the raw marks of the candidate) and shall be used for preparation of the merit lists. The Percentile Scores will be calculated up to 7 decimal places to avoid bunching effect and reduce ties. The Percentile score of a Candidate is calculated as follows: 100 X Number of candidates appeared in the „Session‟ with raw score EQUAL TO OR LESS than the candidate Total number of the candidates appeared in the ‟Session‟ Note:The Percentileof theTotal shall NOT be an aggregate or average of the Percentile of individual subject.Percentile score is not the same as percentage of marks obtained. Example: Suppose a test was held in 4 sessions of examinees as per details given below:- (Allocation of Days and shifts were done randomly) (a) Distribution of candidates were as follows: Session-1: Day-1 Shift-1, Session-2: Day-1 Shift-2, Session-3: Day-2 Shift-1and Session-4: Day-2 Shift-2 Session Day/Shift No of Candidates Marks Absent Appeared Total Highest Lowest Session-1 Day-1 Shift-1 3974 28012 31986 335 -39 Session-2 Day-1 Shift-2 6189 32541 38730 346 -38 Session-3 Day-2 Shift-1 6036 41326 47362 331 -49 Session-4 Day-2 Shift-2 9074 40603 49677 332 -44 Total(Session-1 to Session-4) 25273 142482 167755 346 -49 In this method of scoring the HIGHEST RAW SCORE in each paper (irrespective of the raw scores) will be the 100 Percentile indicating that 100% of candidates have scores equal to or lesserthan the highest scorer/ topper for that session. Highest Raw Score and Percentile Score: All the highest raw scores will have normalized Percentile Scoreof 100for their respective session. Normalation Procedure_Percentile ScorePage 1 of 11 Session Total Highest Candidates who scored Percentile Score Remarks Candidates Raw Score EQUAL OR LESS Appeared THAN Highest Raw Score Session-1 28012 335 28012 100.0000000 [(28012/28012)*100] i.e.all the highest raw scores Session-2 32541 346 32541 100.0000000 [(32541/32541)*100] would be normalized to 100 Session-3 41326 331 41326 100.0000000 [(41326/41326)*100] Percentile Score for their Session-4 40603 332 40603 100.0000000 [(40603/40603)*100] respective session. Lowest Raw Score and Percentile Score: Percentile Score of all the lowest raw scores will depend on the total number of candidates who have taken the examinationfor their respective session. Session Total Lowest Candidates who scored Percentile Score Remarks Candidates Raw Score EQUAL OR LESS THAN Appeared Lowest Raw Score Session-1 28012 -39 1 0.0035699 [(1/28012)*100] i.e. Percentile Score of all the lowest raw scores are different Session-2 32541 -38 1 0.0030730 [(1/32541)*100] i.e. Percentile Scoredepend on Session-3 41326 -49 1 0.0024198 [(1/41326)*100] the total number of candidates who have taken the examination Session-4 40603 -44 1 0.0024629 [(1/40603)*100] for their respective session. The following is a further explanation of the interpretation of the raw scores and Percentile Score in Session-3 (Day-2 and Shift-1) with 41326 candidates who have taken the examination. Candidate Percentile Score No of Raw Remark Candidates Score A 100.0000000 1 331 Indicates that amongst those appeared, 100% have scored either [(41326/41326)*100] EQUAL TO OR LESS THAN the candidate A (331 raw score). It also indicates that no candidate has scored more than the candidate A (331 raw score). B 90.1224411 77 121 Indicates that amongst those appeared, 90.1224411% have scored [(37244/41326)*100] either EQUAL TO OR LESS THAN the candidate B (121 raw score). It also indicates that remaining candidates have scored more than candidate B (121 raw score). C 50.4549194 381 41 Indicates that amongst those appeared, 50.4549194% have scored [(20851/41326)*100] either EQUAL TO OR LESS THAN the candidate C(41 raw score). It also indicates that remaining those appeared have scored more than candidate C (41 raw score). D 31.7040120 789 25 Indicates that amongst those appeared, 31.7040120% have scored [(13102/41326)*100] either EQUAL TO OR LESS THAN the candidate D(25 raw score) It also indicates that remaining candidates have scored more than candidate D (25 raw score). E 1.1034216 100 -15 Indicates that amongst those appeared, 1.1034216% have scored [(456/41326)*100] either EQUAL TO OR LESS THAN the candidate E(-15 raw score) It also indicates that remaining candidates have scored more than candidate E (-15 raw score) METHOD OF RESOLVING TIES: The overall merit / ranking shall be based on the Percentile scores of the Total Raw Scores.In case of two or more candidates obtainingequal Percentile Scores in the Test, the inter-se merit of such candidates shall be determined in order of preference as follows: (a) Candidates obtaining higher Percentile Score in Mathematics in the Test. (b) Candidates obtaining higher Percentile Score in Physics in the Test. (c) Candidates obtaining higher Percentile Score in Chemistry in the Test. (d) Candidates older in age to be preferred. STEP-BY-STEP PROCEDURE FOR NORMALIZATION AND PREPARATION OF MERIT / RANKLIST: Step-1: Distribution of Examinees in two days and in two shifts per day Candidates would be distributed into four sessions randomly so that each sessionhasapproximately equal number of candidates. These four sessions would be as follows: Normalation Procedure_Percentile ScorePage 2 of 11 Session-1: Day-1 Shift-1, Session-2: Day-1 Shift-2, Session-3: Day-2 Shift-1 and Session-4: Day-2 Shift-2 In the event of more number of days or more number of shifts, the candidates will be divided accordingly. This will ensure that there is no bias in the distribution of candidates who shall take the examination.Further, with a large population of examinees spread over the entire country the possibility of such bias becomes remote. Step-2: Preparation of Results for each Session: The examination results for each session would be prepared in the form of Raw Scores Percentiles Scoresseparately for each of the three subjects (Mathematics, Physics, Chemistry) and the Total. The following 4 Percentiles would be calculated for each candidate in the Session: Let T1,M1, P1, C1be the raw scoresin Total, Mathematics, Physics, Chemistryof a candidate and T1P, M1P, P1P, C1Pbe the Percentile Scores of Total, Mathematics, Physics, Chemistry of that candidate. No. of candidates appeared from the session with raw score Total Percentile (T1P): 100 X EQUAL TO OR LESS than T1 score Total No. of candidates appeared in the session No. of candidates appeared from the session with raw score Mathematics Percentile (M1P): 100 X EQUAL TO OR LESS than M1 score in Mathematics Total No. of candidates appeared in the session No. of candidates appeared from the sessionwith raw score Physics Percentile (P1P): 100 X EQUAL TO OR LESS than P1score in Physics Total No. of candidates appeared in the session No. of candidates appeared from the sessionwith raw score Chemistry Percentile (C1P): 100 X EQUAL TO OR LESS than C1score in Chemistry Total No. of candidates appeared in the session Step-3: Compilation of NTA score and Preparation of Overall Merit/Rank List : The Percentile scores for the Total Raw Score for all the four sessions (Session-1: Day-1 Shift-1, Session- 2: Day-1 Shift-2, Session-3: Day-2 Shift-1 and Session-4: Day-2 Shift-2) as calculated in Step-2 above would be merged and shall be called the NTA scores which will then be used for compilation of result and preparation of overall Merit List / Ranking. The Percentile of all four sessions will be calculated separately for the Total raw score and the raw scores in three subjects (Mathematics, Physics, and Chemistry) as follows: PERCENTILE : SESSION-1 i.e. DAY-1 SHIFT-1 ROLL NO RAW SCORE PERCENTILE SCORE DATE TOTAL MATH PHY CHE TOTAL MATH PHY CHE OF BIRTH A20020720 335 115 115 105 100.0000000 99.9964301 99.9750107 99.9571612 22011995 A20411664 332 111 115 106 99.9964301 99.9500214 99.9750107 99.9750107 23081994 A20018569 330 115 110 105 99.9928602 99.9964301 99.8714836 99.9571612 03091994 A20339879 330 110 120 100 99.9928602 99.9143224 100.0000000 99.8679138 10011994 A20027230 330 110 110 110 99.9928602 99.9143224 99.8714836 99.9964301 17071994 A20074407 314 101 102 111 99.9286020 99.3788376 99.4859346 100.0000000 13041995 A20751862 310 110 110 90 99.9071826 99.9143224 99.8714836 99.4181065 22031994 A20685124 310 110 110 90 99.9071826 99.9143224 99.8714836 99.4181065 23021996 A20397755 295 120 90 85 99.6608596 100.0000000 98.2400400 98.9147508 01111994 A20471411 50 25 15 10 49.7144081 63.5834642 43.5277738 38.7119806 30111994 A20922992 50 25 15 10 49.7144081 63.5834642 43.5277738 38.7119806 30111994 A21004667 50 25 5 20 49.7144081 63.5834642 20.6197344 61.1595031 16031995 A21141123 50 25 5 20 49.7144081 63.5834642 20.6197344 61.1595031 16031995 Normalation Procedure_Percentile ScorePage 3 of 11 A20180792 -39 -5 -10 -24 0.0035699 3.8876196 1.7599600 0.0249893 12051995 PERCENTILE : SESSION-2 i.e. DAY-1 SHIFT-2 ROLL NO RAW SCORE PERCENTILE SCORE DATE TOTAL MATH PHY CHE TOTAL MATH PHY CHE OF BIRTH B20123935 346 115 116 115 100.0000000 99.9692695 99.9938539 99.9938539 21081994 B20012622 345 115 110 120 99.9969270 99.9692695 99.9600504 100.0000000 24061994 B20621750 336 115 110 111 99.9938539 99.9692695 99.9600504 99.9815617 06111994 B20298730 331 115 110 106 99.9907809 99.9692695 99.9600504 99.9416121 11121993 B20197060 328 120 106 102 99.9846348 100.0000000 99.9047356 99.8248364 24111993 B20035799 328 115 97 116 99.9846348 99.9692695 99.5697735 99.9969270 02121994 B20175737 321 115 106 100 99.9692695 99.9692695 99.9047356 99.7203528 28101994 B20272584 321 115 105 101 99.9692695 99.9692695 99.8463477 99.7941059 26081994 B20030697 320 115 105 100 99.9539043 99.9692695 99.8463477 99.7203528 04031994 B20656224 320 115 105 100 99.9539043 99.9692695 99.8463477 99.7203528 11071994 B20410215 320 115 105 100 99.9539043 99.9692695 99.8463477 99.7203528 10061995 B20236444 312 120 103 89 99.8770781 100.0000000 99.7695215 98.7892198 16031994 B20128586 311 120 91 100 99.8740051 100.0000000 99.2102271 99.7203528 06021995 B20001667 305 120 91 94 99.8033250 100.0000000 99.2102271 99.2225193 04011995 B20042147 304 120 87 97 99.7848868 100.0000000 98.8445346 99.5544083 27091994 B20051256 301 106 120 75 99.7480102 99.5667005 100.0000000 96.2754679 11011995 B20481968 299 120 90 89 99.7111336 100.0000000 99.1088166 98.7892198 02091994 B20091701 299 90 120 89 99.7111336 97.6491196 100.0000000 98.7892198 19081994 B20549576 294 120 78 96 99.6281614 100.0000000 97.8365754 99.4407056 30101993 B20098269 288 120 83 85 99.5113856 100.0000000 98.4235272 98.2452906 21081994 B20914176 258 120 59 79 98.5648874 100.0000000 94.5945115 97.2066009 30121994 B20071356 71 29 17 25 62.1124120 55.9110046 61.5899942 62.0202206 21041994 B21253378 71 29 17 25 62.1124120 55.9110046 61.5899942 62.0202206 21041994 B21180340 52 25 15 12 46.4521680 49.4207308 57.7425402 33.7359024 23121994 B20472057 52 25 15 12 46.4521680 49.4207308 57.7425402 33.7359024 23121994 B20236060 -38 0 -25 -13 0.0030730 4.6679573 0.0245844 0.4148613 08081995 Normalation Procedure_Percentile ScorePage 4 of 11 PERCENTILE : SESSION-3 i.e. DAY-2 SHIFT-1 ROLL NO RAW SCORE PERCENTILE SCORE DATE TOTAL MATH PHY CHE TOTAL MATH PHY CHE OF BIRTH C20150694 331 120 110 101 100.0000000 100.0000000 100.0000000 99.9201471 07041995 C20087997 321 115 95 111 99.9975802 99.9903209 99.9080482 99.9975802 04101993 C20121991 321 106 110 105 99.9975802 99.9007888 100.0000000 99.9661230 22051995 C20058572 316 111 90 115 99.9927406 99.9661230 99.7870590 100.0000000 22061995 C20076289 316 105 100 111 99.9927406 99.8765910 99.9685428 99.9975802 11121994 C20060310 315 110 95 110 99.9879011 99.9491845 99.9080482 99.9927406 05111994 C20008597 315 110 95 110 99.9879011 99.9491845 99.9080482 99.9927406 29121994 C20241896 315 110 95 110 99.9879011 99.9491845 99.9080482 99.9927406 11011995 C20388248 307 94 110 103 99.9709626 99.4991047 100.0000000 99.9419252 23111993 C20672438 303 99 110 94 99.9588637 99.7047863 100.0000000 99.7096259 21081994 C20430859 284 102 90 92 99.8741712 99.8112568 99.7870590 99.6346126 11101994 C20518247 284 102 76 106 99.8741712 99.8112568 99.0611237 99.9733824 05081994 C20045510 282 96 88 98 99.8620723 99.6249335 99.7338237 99.8572327 31071994 C20361875 171 54 57 60 96.2832115 93.3480134 96.5203504 95.0878382 14081994 C20860609 171 54 57 60 96.2832115 93.3480134 96.5203504 95.0878382 14081994 C20861476 60 35 20 5 67.0014035 81.8056429 73.0460243 27.9122102 17081994 C20512680 60 35 20 5 67.0014035 81.8056429 73.0460243 27.9122102 17081994 C20069270 60 28 8 24 67.0014035 72.7653293 44.3256062 68.2766297 10101994 C20355550 60 28 8 24 67.0014035 72.7653293 44.3256062 68.2766297 10101994 C21082034 -49 -13 -17 -19 0.0024198 0.5323525 0.3750665 0.1742245 19091994 Normalation Procedure_Percentile ScorePage 5 of 11 PERCENTILE : SESSION-4 i.e. DAY-2 SHIFT-1 ROLL NO RAW SCORE PERCENTILE SCORE DATE TOTAL MATH PHY CHE TOTAL MATH PHY CHE OF BIRTH D20479616 332 120 101 111 100.0000000 100.0000000 99.9778342 99.9926114 25081994 D20040337 330 120 110 100 99.9975371 100.0000000 100.0000000 99.8916336 23091994 D20568599 320 120 100 100 99.9950743 100.0000000 99.9704455 99.8916336 19061995 D20007708 320 105 110 105 99.9950743 99.9285767 100.0000000 99.9630569 04111993 D20563271 311 110 90 111 99.9901485 99.9827599 99.8867079 99.9926114 31031995 D20265618 311 105 106 100 99.9901485 99.9285767 99.9926114 99.8916336 01091997 D20074767 310 103 102 105 99.9852228 99.9088737 99.9827599 99.9630569 14091993 D20840372 308 106 101 101 99.9827599 99.9556683 99.9778342 99.9162623 15061995 D20563852 304 103 96 105 99.9704455 99.9088737 99.9532054 99.9630569 04061995 D20467385 303 103 110 90 99.9679827 99.9088737 100.0000000 99.5024998 20071994 D20398094 302 106 96 100 99.9630569 99.9556683 99.9532054 99.8916336 22081995 D20428934 299 77 106 116 99.9605940 98.9237248 99.9926114 100.0000000 14101993 D20032939 287 106 95 86 99.9310396 99.9556683 99.9433539 99.2611383 28041994 D20690279 287 106 91 90 99.9310396 99.9556683 99.9064109 99.5024998 19071995 D20840699 260 95 80 85 99.7758786 99.8029702 99.6281063 99.1798636 02021995 D20084751 260 95 80 85 99.7758786 99.8029702 99.6281063 99.1798636 22021995 D21237483 55 20 15 20 57.4859001 64.2415585 46.8167377 56.5573972 11041995 D21077463 55 20 15 20 57.4859001 64.2415585 46.8167377 56.5573972 11041995 D20348188 55 5 35 15 57.4859001 29.7441076 85.5404773 44.9326404 01061994 D20777569 55 5 35 15 57.4859001 29.7441076 85.5404773 44.9326404 01061994 D21277410 -44 -13 -13 -18 0.0024629 1.3890599 0.5295175 0.0837377 17071995 Merge the Percentile Scores calculated above of all four sessionsfor the Total Percentile, Mathematics Percentile, Physics Percentile and Chemistry Percentile for preparation of NTA scores and overall Merit/ Ranking. There are some candidates with equal Total Percentile scores (i.e. tie). To resolve tie, the candidates have beenarranged in following order: Higher Percentile score in Mathematics Higher Percentile score in Physics Higher Percentile score in Chemistry Candidates older in age. The above sequence would be adopted till the tie is resolved. The Final Ranking/ Merit would be prepared after resolving ties. Normalation Procedure_Percentile ScorePage 6 of 11 PERCENTILE : ALL FOUR SESSIONS COMBINED ROLL NO RAW SCORE PERCENTILE SCORE DATE TOTAL MATH PHY CHE TOTAL MATH PHY CHE OF BIRTH C20150694 331 120 110 101 100.0000000 100.0000000 100.0000000 99.9201471 07041995 D20479616 332 120 101 111 100.0000000 100.0000000 99.9778342 99.9926114 25081994 A20020720 335 115 115 105 100.0000000 99.9964301 99.9750107 99.9571612 22011995 B20123935 346 115 116 115 100.0000000 99.9692695 99.9938539 99.9938539 21081994 C20087997 321 115 95 111 99.9975802 99.9903209 99.9080482 99.9975802 04101993 C20121991 321 106 110 105 99.9975802 99.9007888 100.0000000 99.9661230 22051995 D20040337 330 120 110 100 99.9975371 100.0000000 100.0000000 99.8916336 23091994 B20012622 345 115 110 120 99.9969270 99.9692695 99.9600504 100.0000000 24061994 A20411664 332 111 115 106 99.9964301 99.9500214 99.9750107 99.9750107 23081994 D20568599 320 120 100 100 99.9950743 100.0000000 99.9704455 99.8916336 19061995 D20007708 320 105 110 105 99.9950743 99.9285767 100.0000000 99.9630569 04111993 B20621750 336 115 110 111 99.9938539 99.9692695 99.9600504 99.9815617 06111994 A20018569 330 115 110 105 99.9928602 99.9964301 99.8714836 99.9571612 03091994 A20339879 330 110 120 100 99.9928602 99.9143224 100.0000000 99.8679138 10011994 A20027230 330 110 110 110 99.9928602 99.9143224 99.8714836 99.9964301 17071994 C20058572 316 111 90 115 99.9927406 99.9661230 99.7870590 100.0000000 22061995 C20076289 316 105 100 111 99.9927406 99.8765910 99.9685428 99.9975802 11121994 B20298730 331 115 110 106 99.9907809 99.9692695 99.9600504 99.9416121 11121993 D20563271 311 110 90 111 99.9901485 99.9827599 99.8867079 99.9926114 31031995 D20265618 311 105 106 100 99.9901485 99.9285767 99.9926114 99.8916336 01091997 C20060310 315 110 95 110 99.9879011 99.9491845 99.9080482 99.9927406 05111994 C20008597 315 110 95 110 99.9879011 99.9491845 99.9080482 99.9927406 29121994 C20241896 315 110 95 110 99.9879011 99.9491845 99.9080482 99.9927406 11011995 D20074767 310 103 102 105 99.9852228 99.9088737 99.9827599 99.9630569 14091993 B20197060 328 120 106 102 99.9846348 100.0000000 99.9047356 99.8248364 24111993 B20035799 328 115 97 116 99.9846348 99.9692695 99.5697735 99.9969270 02121994 D20840372 308 106 101 101 99.9827599 99.9556683 99.9778342 99.9162623 15061995 C20388248 307 94 110 103 99.9709626 99.4991047 100.0000000 99.9419252 23111993 D20563852 304 103 96 105 99.9704455 99.9088737 99.9532054 99.9630569 04061995 B20175737 321 115 106 100 99.9692695 99.9692695 99.9047356 99.7203528 28101994 B20272584 321 115 105 101 99.9692695 99.9692695 99.8463477 99.7941059 26081994 D20467385 303 103 110 90 99.9679827 99.9088737 100.0000000 99.5024998 20071994 D20398094 302 106 96 100 99.9630569 99.9556683 99.9532054 99.8916336 22081995 D20428934 299 77 106 116 99.9605940 98.9237248 99.9926114 100.0000000 14101993 C20672438 303 99 110 94 99.9588637 99.7047863 100.0000000 99.7096259 21081994 B20030697 320 115 105 100 99.9539043 99.9692695 99.8463477 99.7203528 04031994 B20656224 320 115 105 100 99.9539043 99.9692695 99.8463477 99.7203528 11071994 B20410215 320 115 105 100 99.9539043 99.9692695 99.8463477 99.7203528 10061995 D20032939 287 106 95 86 99.9310396 99.9556683 99.9433539 99.2611383 28041994 D20690279 287 106 91 90 99.9310396 99.9556683 99.9064109 99.5024998 19071995 A20074407 314 101 102 111 99.9286020 99.3788376 99.4859346 100.0000000 13041995 A20751862 310 110 110 90 99.9071826 99.9143224 99.8714836 99.4181065 22031994 A20685124 310 110 110 90 99.9071826 99.9143224 99.8714836 99.4181065 23021996 B20236444 312 120 103 89 99.8770781 100.0000000 99.7695215 98.7892198 16031994 C20430859 284 102 90 92 99.8741712 99.8112568 99.7870590 99.6346126 11101994 C20518247 284 102 76 106 99.8741712 99.8112568 99.0611237 99.9733824 05081994 B20128586 311 120 91 100 99.8740051 100.0000000 99.2102271 99.7203528 06021995 Normalation Procedure_Percentile ScorePage 7 of 11 C20045510 282 96 88 98 99.8620723 99.6249335 99.7338237 99.8572327 31071994 B20001667 305 120 91 94 99.8033250 100.0000000 99.2102271 99.2225193 04011995 B20042147 304 120 87 97 99.7848868 100.0000000 98.8445346 99.5544083 27091994 D20840699 260 95 80 85 99.7758786 99.8029702 99.6281063 99.1798636 02021995 D20084751 260 95 80 85 99.7758786 99.8029702 99.6281063 99.1798636 22021995 B20051256 301 106 120 75 99.7480102 99.5667005 100.0000000 96.2754679 11011995 B20481968 299 120 90 89 99.7111336 100.0000000 99.1088166 98.7892198 02091994 B20091701 299 90 120 89 99.7111336 97.6491196 100.0000000 98.7892198 19081994 A20397755 295 120 90 85 99.6608596 100.0000000 98.2400400 98.9147508 01111994 B20549576 294 120 78 96 99.6281614 100.0000000 97.8365754 99.4407056 30101993 B20098269 288 120 83 85 99.5113856 100.0000000 98.4235272 98.2452906 21081994 B20914176 258 120 59 79 98.5648874 100.0000000 94.5945115 97.2066009 30121994 C20361875 171 54 57 60 96.2832115 93.3480134 96.5203504 95.0878382 14081994 C20860609 171 54 57 60 96.2832115 93.3480134 96.5203504 95.0878382 14081994 C20861476 60 35 20 5 67.0014035 81.8056429 73.0460243 27.9122102 17081994 C20512680 60 35 20 5 67.0014035 81.8056429 73.0460243 27.9122102 17081994 C20069270 60 28 8 24 67.0014035 72.7653293 44.3256062 68.2766297 10101994 C20355550 60 28 8 24 67.0014035 72.7653293 44.3256062 68.2766297 10101994 B20071356 71 29 17 25 62.1124120 55.9110046 61.5899942 62.0202206 21041994 B21253378 71 29 17 25 62.1124120 55.9110046 61.5899942 62.0202206 21041994 D21237483 55 20 15 20 57.4859001 64.2415585 46.8167377 56.5573972 11041995 D21077463 55 20 15 20 57.4859001 64.2415585 46.8167377 56.5573972 11041995 D20348188 55 5 35 15 57.4859001 29.7441076 85.5404773 44.9326404 01061994 D20777569 55 5 35 15 57.4859001 29.7441076 85.5404773 44.9326404 01061994 A20471411 50 25 15 10 49.7144081 63.5834642 43.5277738 38.7119806 30111994 A20922992 50 25 15 10 49.7144081 63.5834642 43.5277738 38.7119806 30111994 A21004667 50 25 5 20 49.7144081 63.5834642 20.6197344 61.1595031 16031995 A21141123 50 25 5 20 49.7144081 63.5834642 20.6197344 61.1595031 16031995 B21180340 52 25 15 12 46.4521680 49.4207308 57.7425402 33.7359024 23121994 B20472057 52 25 15 12 46.4521680 49.4207308 57.7425402 33.7359024 23121994 A20180792 -39 -5 -10 -24 0.0035699 3.8876196 1.7599600 0.0249893 12051995 B20236060 -38 0 -25 -13 0.0030730 4.6679573 0.0245844 0.4148613 08081995 D21277410 -44 -13 -13 -18 0.0024629 1.3890599 0.5295175 0.0837377 17071995 C21082034 -49 -13 -17 -19 0.0024198 0.5323525 0.3750665 0.1742245 19091994 Normalation Procedure_Percentile ScorePage 8 of 11 NTA SCORE AND OVERALL MERIT /RANK LIST ROLL NO RAW SCORE NTA SCORE DATE RANK OF TOTAL MATH PHY CHE TOTAL MATH PHY CHE BIRTH C20150694 331 120 110 101 100.0000000 100.0000000 100.0000000 99.9201471 07041995 1 D20479616 332 120 101 111 100.0000000 100.0000000 99.9778342 99.9926114 25081994 2 A20020720 335 115 115 105 100.0000000 99.9964301 99.9750107 99.9571612 22011995 3 B20123935 346 115 116 115 100.0000000 99.9692695 99.9938539 99.9938539 21081994 4 C20087997 321 115 95 111 99.9975802 99.9903209 99.9080482 99.9975802 04101993 5 C20121991 321 106 110 105 99.9975802 99.9007888 100.0000000 99.9661230 22051995 6 D20040337 330 120 110 100 99.9975371 100.0000000 100.0000000 99.8916336 23091994 7 B20012622 345 115 110 120 99.9969270 99.9692695 99.9600504 100.0000000 24061994 8 A20411664 332 111 115 106 99.9964301 99.9500214 99.9750107 99.9750107 23081994 9 D20568599 320 120 100 100 99.9950743 100.0000000 99.9704455 99.8916336 19061995 10 D20007708 320 105 110 105 99.9950743 99.9285767 100.0000000 99.9630569 04111993 11 B20621750 336 115 110 111 99.9938539 99.9692695 99.9600504 99.9815617 06111994 12 A20018569 330 115 110 105 99.9928602 99.9964301 99.8714836 99.9571612 03091994 13 A20339879 330 110 120 100 99.9928602 99.9143224 100.0000000 99.8679138 10011994 14 A20027230 330 110 110 110 99.9928602 99.9143224 99.8714836 99.9964301 17071994 15 C20058572 316 111 90 115 99.9927406 99.9661230 99.7870590 100.0000000 22061995 16 C20076289 316 105 100 111 99.9927406 99.8765910 99.9685428 99.9975802 11121994 17 B20298730 331 115 110 106 99.9907809 99.9692695 99.9600504 99.9416121 11121993 18 D20563271 311 110 90 111 99.9901485 99.9827599 99.8867079 99.9926114 31031995 19 D20265618 311 105 106 100 99.9901485 99.9285767 99.9926114 99.8916336 01091997 20 C20060310 315 110 95 110 99.9879011 99.9491845 99.9080482 99.9927406 05111994 21 C20008597 315 110 95 110 99.9879011 99.9491845 99.9080482 99.9927406 29121994 22 C20241896 315 110 95 110 99.9879011 99.9491845 99.9080482 99.9927406 11011995 23 D20074767 310 103 102 105 99.9852228 99.9088737 99.9827599 99.9630569 14091993 25 B20197060 328 120 106 102 99.9846348 100.0000000 99.9047356 99.8248364 24111993 26 B20035799 328 115 97 116 99.9846348 99.9692695 99.5697735 99.9969270 02121994 27 D20840372 308 106 101 101 99.9827599 99.9556683 99.9778342 99.9162623 15061995 28 C20388248 307 94 110 103 99.9709626 99.4991047 100.0000000 99.9419252 23111993 46 D20563852 304 103 96 105 99.9704455 99.9088737 99.9532054 99.9630569 04061995 47 B20175737 321 115 106 100 99.9692695 99.9692695 99.9047356 99.7203528 28101994 48 B20272584 321 115 105 101 99.9692695 99.9692695 99.8463477 99.7941059 26081994 49 D20467385 303 103 110 90 99.9679827 99.9088737 100.0000000 99.5024998 20071994 53 D20398094 302 106 96 100 99.9630569 99.9556683 99.9532054 99.8916336 22081995 60 D20428934 299 77 106 116 99.9605940 98.9237248 99.9926114 100.0000000 14101993 62 C20672438 303 99 110 94 99.9588637 99.7047863 100.0000000 99.7096259 21081994 64 B20030697 320 115 105 100 99.9539043 99.9692695 99.8463477 99.7203528 04031994 68 B20656224 320 115 105 100 99.9539043 99.9692695 99.8463477 99.7203528 11071994 69 B20410215 320 115 105 100 99.9539043 99.9692695 99.8463477 99.7203528 10061995 70 D20032939 287 106 95 86 99.9310396 99.9556683 99.9433539 99.2611383 28041994 103 D20690279 287 106 91 90 99.9310396 99.9556683 99.9064109 99.5024998 19071995 104 A20074407 314 101 102 111 99.9286020 99.3788376 99.4859346 100.0000000 13041995 109 A20751862 310 110 110 90 99.9071826 99.9143224 99.8714836 99.4181065 22031994 140 A20685124 310 110 110 90 99.9071826 99.9143224 99.8714836 99.4181065 23021996 141 B20236444 312 120 103 89 99.8770781 100.0000000 99.7695215 98.7892198 16031994 181 C20430859 284 102 90 92 99.8741712 99.8112568 99.7870590 99.6346126 11101994 186 C20518247 284 102 76 106 99.8741712 99.8112568 99.0611237 99.9733824 05081994 187 Normalation Procedure_Percentile ScorePage 9 of 11 B20128586 311 120 91 100 99.8740051 100.0000000 99.2102271 99.7203528 06021995 188 C20045510 282 96 88 98 99.8620723 99.6249335 99.7338237 99.8572327 31071994 202 B20001667 305 120 91 94 99.8033250 100.0000000 99.2102271 99.2225193 04011995 291 B20042147 304 120 87 97 99.7848868 100.0000000 98.8445346 99.5544083 27091994 314 D20840699 260 95 80 85 99.7758786 99.8029702 99.6281063 99.1798636 02021995 327 D20084751 260 95 80 85 99.7758786 99.8029702 99.6281063 99.1798636 22021995 328 B20051256 301 106 120 75 99.7480102 99.5667005 100.0000000 96.2754679 11011995 367 B20481968 299 120 90 89 99.7111336 100.0000000 99.1088166 98.7892198 02091994 420 B20091701 299 90 120 89 99.7111336 97.6491196 100.0000000 98.7892198 19081994 426 A20397755 295 120 90 85 99.6608596 100.0000000 98.2400400 98.9147508 01111994 494 B20549576 294 120 78 96 99.6281614 100.0000000 97.8365754 99.4407056 30101993 542 B20098269 288 120 83 85 99.5113856 100.0000000 98.4235272 98.2452906 21081994 712 B20914176 258 120 59 79 98.5648874 100.0000000 94.5945115 97.2066009 30121994 2069 C20361875 171 54 57 60 96.2832115 93.3480134 96.5203504 95.0878382 14081994 5365 C20860609 171 54 57 60 96.2832115 93.3480134 96.5203504 95.0878382 14081994 5366 C20861476 60 35 20 5 67.0014035 81.8056429 73.0460243 27.9122102 17081994 47439 C20512680 60 35 20 5 67.0014035 81.8056429 73.0460243 27.9122102 17081994 47440 C20069270 60 28 8 24 67.0014035 72.7653293 44.3256062 68.2766297 10101994 47521 C20355550 60 28 8 24 67.0014035 72.7653293 44.3256062 68.2766297 10101994 47522 B20071356 71 29 17 25 62.1124120 55.9110046 61.5899942 62.0202206 21041994 54533 B21253378 71 29 17 25 62.1124120 55.9110046 61.5899942 62.0202206 21041994 54534 D21237483 55 20 15 20 57.4859001 64.2415585 46.8167377 56.5573972 11041995 61208 D21077463 55 20 15 20 57.4859001 64.2415585 46.8167377 56.5573972 11041995 61209 D20348188 55 5 35 15 57.4859001 29.7441076 85.5404773 44.9326404 01061994 61451 D20777569 55 5 35 15 57.4859001 29.7441076 85.5404773 44.9326404 01061994 61452 A20471411 50 25 15 10 49.7144081 63.5834642 43.5277738 38.7119806 30111994 72275 A20922992 50 25 15 10 49.7144081 63.5834642 43.5277738 38.7119806 30111994 72276 A21004667 50 25 5 20 49.7144081 63.5834642 20.6197344 61.1595031 16031995 72290 A21141123 50 25 5 20 49.7144081 63.5834642 20.6197344 61.1595031 16031995 72291 B21180340 52 25 15 12 46.4521680 49.4207308 57.7425402 33.7359024 23121994 77107 B20472057 52 25 15 12 46.4521680 49.4207308 57.7425402 33.7359024 23121994 77108 A20180792 -39 -5 -10 -24 0.0035699 3.8876196 1.7599600 0.0249893 12051995 142479 B20236060 -38 0 -25 -13 0.0030730 4.6679573 0.0245844 0.4148613 08081995 142480 D21277410 -44 -13 -13 -18 0.0024629 1.3890599 0.5295175 0.0837377 17071995 142481 C21082034 -49 -13 -17 -19 0.0024198 0.5323525 0.3750665 0.1742245 19091994 142482 Normalation Procedure_Percentile ScorePage 10 of 11 Compilation and display of Result for multi session Papers of JEE(Main) for examinations conducted twice (First and Second attempt) before admissions to the next academic session. (a) Compilation of Result for First attempt : Since, first attempt will be conducted in multi-sessions, NTA scores will be calculated corresponding to the raw marks obtained by a candidate in each session as per above procedure. The calculated NTA scores for all the sessions will be merged for declaration of result. The result shall comprise the four NTA scores for each of the three subjects (Mathematics, Physics, and Chemistry) and the total for the first attempt. (b) Compilation of Result for Second attempt: Similarly, second attempt will be conducted in multi-sessions, NTA scores will be calculated corresponding to the raw marks obtained by a candidate in each session as per above procedure. The calculated NTA scores for all the sessions will be merged for declaration of result.The result shall comprise the four NTA scores for each of the three subjects (Mathematics, Physics, and Chemistry) and the total for the second attempt. (c) Compilation of Result and Preparation of Merit List / Ranking: The four NTA scores for each of the candidates for the first attempt as well as for the second attempt will be merged for compilation of result and preparation of overall Merit List / Ranking.Those appeared in both the attempts; their best of the two NTA scores will be considered further for preparation of Merit List /Rankingas explained in the following example: EXAMPLE Final NTA Score for First Attempt – NTA Roll No Second Attempt-NTA Score compilation of result Score (best of the two in Total) Total 99.8620723 99.8740051 99.8740051 Mathematics 99.6249335 100.0000000 100.0000000 C20045511 Physics 99.7338237 99.2102271 99.2102271 Chemistry 99.8572327 99.7203528 99.7203528 Total 99.8620723 99.8620723 Mathematics 99.6249335 99.6249335 C20045512 Did not Appear Physics 99.7338237 99.7338237 Chemistry 99.8572327 99.8572327 Total 99.8740051 99.8740051 Mathematics 100.0000000 100.0000000 C20045513 Did not Appear Physics 99.2102271 99.2102271 Chemistry 99.7203528 99.7203528 Total 99.8740051 99.8620723 99.8740051 Mathematics 100.0000000 99.6249335 100.0000000 C20045514 Physics 99.2102271 99.7338237 99.2102271 Chemistry 99.7203528 99.8572327 99.7203528 Normalation Procedure_Percentile ScorePage 11 of 11