100% CORRECT ANSWERS
Definition of Percentile CORRECT ANSWERS 100 x
candidates scoring less marks / total appeared
criteria to determine rank in JEE ( main) for Admission
to NIT's/ IIIT's / CFTI's is done on the Basis of Normalization of
Marks obtained in JEE ( main)
No. of candidates to be considered = 20,000 (20 lac)
Subjects to be considered at Board level exam :
1- Physics, 2- Mathematics, 3- Language, 4- Any one of the
subjects (Chemistry, Biology etc.)
5- Any other subject
The total marks in above 5 subjects should meet the criteriea
laid down by JEE (main) Board CORRECT ANSWERS Method
of Normalization of marks of JEE ( main) 2016 -
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Marks obtained in JEE (main) = A0
Percentile of JEE (main) marks at All India level = B1
Percentile of JEE (main) marks at Board level = B2
Final determining marks for JEE (main) B(f) = (B1 + B2)/2
,For selection to CFTI's marks C(f) = 0.6 x A0 + 0.4 x B(f)
Age Limit for 2016 JEE (main ) CORRECT ANSWERS Less
than 24 years as of October 1, 2015
Maximum number of attempts allowed CORRECT ANSWERS
3
Application forms for JEE ( main) may be downloaded
CORRECT ANSWERS December 3, 2015 to january 11, 2016
JEE ( main) Off line exam (Paper & Pen) CORRECT
ANSWERS April 3 2016
JEE ( main) online exam (computer based) CORRECT
ANSWERS April 9 and April 10, 2016
JEE ( main) 2016 Admit cards may be downloaded CORRECT
ANSWERS March 11, 2016 onwards
JEE ( main) official Answer keys & OMR will be published
CORRECT ANSWERS From April 18 to 22, 2016 by CBSE
JEE (main ) Bord
,Number of Candidates eligible for JEE (advanced ) CORRECT
ANSWERS 200,000 (20 lac)
JEE ( main) 2016 results and all India Rank (AIR) CORRECT
ANSWERS will be published on April 27, 2016
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Syllabus for JEE Main 2016 (Maths)
------------------------------------------------- CORRECT
ANSWERS -------------------------------------------------
Syllabus for JEE Main 2016 (Maths)
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SETS-RELATIONS&FUNCTIONS+UNION-INTERSECTION
&COMPLIMENT-OF-SETS & THEIR ALG-PROPERTIES-
POWER-SET,RELATIONS & TYPS-OF-RELAIONS,
EQVALENCE -RELATION, FUNCTIONS,ONE-TO-ONE ,
ONTO & INTO-FUNCTIONS, COMPOSITION-OF-
FUNCTIONS CORRECT ANSWERS COMPLEX-
NOS&QUADRATIC-EQ+ORDRD-PRS-OF-REAL
CMPLX-AS-A+iB&REPRTN-IN-PLANE-AGND-DGRM-
ALG-OF-CMPLX-NO,MODLS&ARGMNT-OF-CMPLX-
, NO,SQ-ROOT-OF-CMPLX-NO,TRIANGL-INEQ-QUAD-EQ-
IN-
REAL&CMPLX-NO&SOLN,NATURE-OF-RTS,RELATION-
IN-ROOTS & COEFF,FORM- QAD-EQN-WITH-GIVEN-
ROOTS
MATRCE&DETERMINANTS+TYPES-OF-M,ORD-2&3-DET
&MATR,PRPRTY&EVALTN-OF-DTMNTS,AREA-O-
TRANLE-BY-DET,ADJ&EVALTN-OF-INVE-SQ-MTR-
USING-DETMNT &ELMNTRY-TRNFRMTN,SOLVNG-
SIMLT-LNR-EQN-IN-2-3-VRBLS-USING-
DTRM&MATRICES CORRECT ANSWERS
PERMUTATIONS&COMBINATIONS+FUNDMNTAL-
PRNPL
OF-CNTNG,PERMUTATION-AS-AN-ARRANGEMENT-
AND-COMBINATION-AS-SELECTION,MEANING-OF-
P(n,r)-&-
C(n,r)-AND-APPLICATION
MATHEMATICAL-
INDUCTION,CAL+INDUCN+PRINCIPLE-OF-
MATHEMATICAL-INDUCTION&SIMPLE-APPLICATION
CORRECT ANSWERS BINOMIAL-THEOREM+FOR-+VE-
INTEGRL-INDEX,GENRL-
&MIDDLE-TERM,PROPRTIES-OF-BINOMIAL-
COEFF&APPL