GATE Score Card 2019

Step 3: Click on the print option to download and print the score card of GATE

Note: Since the GATE 2019 score card is valid for three years, candidates are advised to save a soft copy of the same for future reference.

IIT Madras will issue the score card of GATE 2019 with the following details.

• Name of the candidate

• Registration number of GATE

• Gender of the candidate

• Paper attempted by the candidate

• GATE Score (out of 1000)

• Total Marks obtained out of 100 (Raw Score)

• Details regarding validity of GATE score card (From Date; To Date)

• All India Rank of the candidate in

• Qualifying Marks  for General, OBC (NL) and SC/ST/PwD candidates for the paper

• Total number of candidates appearing for the paper.

The score card of GATE will look like the image given below.

•  To download the GATE score card candidates must obtain the category wise qualifying marks in the respective papers.

• The score card will not be available for the candidates failing to qualify GATE examination.

Since GATE has some papers that are held in multiple sessions, the score is normalized such that variations and difficulty levels are evened out. The authorities have announced calculation methodology for the score reflected in the GATE score card 2019. This is explained below separately for the multiple session papers and the single session papers.

For GATE Score for multi session papers

The actual marks obtained by students out of 100 also known as raw score obtained will be converted to normalized score. The actual marks obtained by the candidate out of 100 in the exam is the raw score.  The raw score is then normalized to obtain the actual GATE score. The conversion of score is done based on the guidelines defined by the committee. The formula given below is used for this purpose.

Normalization of Multi session papers-

• The CE, CS, EC, EE and ME are the papers will bethat are conducted in multi sessions.

• Therefore the normalization formula takes into account the Variations if any, in the difficulty levels of the exam papers across the various sessions are taken into account.

• The normalization is based on the fundamental assumption that an ability of a candidate will be same in all the sessions.

• This assumption is justified as the number of candidates appearing for these papers is large and allotment of the sessions to the candidates is random

• The following method will be used for the normalization of multi session papers.