CMAT 2019 Result was declared at 6 PM on February 6, 2019 with higher CMAT score leading to lower percentile. This year CMAT exam scores have gone up substantially. The CMAT 2019 score for 100 percentile has shot up to 372 total marks out of 400. The CMAT 2019 score cut off for 99 percentile has also gone up to 310 marks. CMAT 2019 result merit list includes 54516 candidates who appeared in the CMAT exam on January 28, 2019.
The CMAT 2019 scores for other percentile range have also gone up in the same manner. While there is no change in the MBA colleges accepting CMAT percentile, the candidates obtaining higher raw score in CMAT 2019 have been able to achieve the same percentile.
CMAT 2019 exam has got over on January 28, 2019 in two slots. The CMAT exam 2019 was rated as of easy to moderate difficulty level and this has led to higher score leading to low percentile.
Check CMAT Result 2019 Date  Check CMAT Cutoff 
CMAT 2019 Score Vs Percentile: Actual by MBAUniverse.com
NTA has awarded a lower percentile at higher CMAT score as compared to last year CMAT score Vs percentile pattern. The CMAT 2019 raw score that has fetched respective percentile for MBA admission 2019 as announced in the CMAT 2019 result is shared below:
CMAT 2019 Score Range

Percentile

Below 153

Below 41

153171

4150

172189

5160

190210

6170

211234

7180

235247

8185

248261

8689

262281

9094

282360

9597

300361

9899.99 (No Candidate Between 361 to 372)

372

100

CMAT Score Vs Percentile: Calculation Process
The National Testing Agency (NTA) has devised the process to obtain CMAT percentile score with raw score in CMAT exam. For example a raw score of 170 in CMAT has awarded 50 percentile and with a score of 250 to 300 you are awarded a percentile of 85 to 98. The score Vs Percentile calculation process in CMAT 2019 exam has gone through various stages. Let us know the CMAT score Vs Percentile as calculated by NTA for MBA admission 2019
 Your Raw sectional and overall score obtained in CMAT 2019 exam.
 Before calculating percentile, CMAT score is equated and normalized for the difficulty level for both the exam shifts of CMAT 2019
 This raw CMAT score 2019 is converted to Scaled score
 The scaled CMAT score is converted to percentile score.
CMAT 2019 scoring pattern
Chances to increase score in CMAT 2019 were improved with the introduction of more than one CMAT 2019 exam shift. Following is the scoring pattern in CMAT 2019:
 Maximum marks 400
 Total questions are 100
 4 marks awarded for each correct answer
 1 mark for every wrong answer
 CMAT Score card contains Raw as well as Percentile score
 CMAT 2019 is the first CMAT exam held in two shifts
 Now CMAT score for both shifts has been taken into account and equated and normalized with the difficulty level for both the exam shifts.
Score scaling and Score Normalization lead to percentile score
The process of converting the raw CMAT score to percentile score again depends upon many factors – number of candidates who have appeared in CMAT exam, difficulty level of slot1 and slot2 question paper. Taking all this into account scores are arrived at. This process goes on for score normalization and leads to percentile scores.
Normalization depends on LoD in both sessions
The Scaling & Normalization process of CMAT 2019 scores have also brought about certain changes as both the components take into account the level of difficulty in both the sessions of CMAT 2019 exam, conducted on January 28, 2019. While the Normalization process, as announced for CMAT 2019 scores, adjusts for location and scale differences of score distributions across different forms, the scaled scores obtained by this process are converted into percentiles for purposes of shortlisting.
CMAT 2019 claims to have the most transparent process on score normalization and calculation of percentile. The process claims to focus on Fairness, Equity and comparison of performances across both the test sessions in CMAT 2019.
GATE pattern to convert score to percentile
The process of Normalization is an established practice for comparing candidate scores across multiple Forms and is similar to those being adopted in other large educational selection tests conducted in India such as Graduate Aptitude Test in Engineering (GATE).
To understand the conversion of raw score to percentile score and to know about the score normalization process in CMAT 2019, understand first the GATE process which stands a bit changed.
Those appearing in GATE or have understood the process can understand it better but for those who are unaware about the process have to understand the GATE process first. In fact the commerce, science, medical, paramedical and graduates in Humanities who are appearing CMAT 2019 still remain oblivious of the percentile VS Score calculation formula in CMAT 2019.
GATE normalization process
During 2018, the CE, CS, EC, EE and ME examinations are conducted in multiple sessions. Suitable normalization process is therefore applied to take into account any variation in the difficulty levels of the question sets across the different sessions. The normalization is done based on the fundamental assumption that "in all multisession GATE papers, the distribution of abilities of candidates is the same across all the sessions".
According to the GATE committee, this assumption is justified since "the number of candidates appearing in multisession subjects in GATE is large and the procedure of allocation of session to candidates is random. Further it is also ensured that for the same multisession subject, the number of candidates allotted in each session is of the same order of magnitude."
GATE formula
Based on the above the committee arrived at the following formula for calculating the normalized marks, for CE, CS, EC, EE and ME subjects. From GATE 2014 onward (and year 201415 of the 2year validity period of GATE 2013 score), a candidate's GATE score is computed by the following new formula.
where, S = Score (normalized) of a candidate; M = Marks obtained by a candidate ("normalized marks" in case of multiplesession subjects CE, CS, EC, EE and ME); M_{q} = Qualifying marks for general category candidates in that subject (usually 25 or μ + σ, whichever is higher); μ = Average (i.e. arithmetic mean) of marks of all candidates in that subject; σ = Standard deviation of marks of all candidates in that subject; M_{t} = Average marks of top 0.1 % candidates (for subjects with 10000 or more appeared candidates) or top 10 candidates (for subjects with less than 10000 appeared candidates); S_{t} = 900 = Score assigned to M_{t; } S_{q} = 350 = Score assigned to M_{q}.
Percentile
A candidate's percentile denotes the percentage of candidates scoring lower than that particular candidate. It is calculated as: Percentile = ( 1  All India rank( No. of candidates in that subject) x 100%
Application of formula in CMAT 2019
The formula to calculate the percentile in CAT 2018 can be devised. The score normalization process formula by CAT expert would be as follows
Normalized mark (︿M_{ij}) of j^{th} candidate in i^{th} slot, is given by
︿M_{ij} = M^{g}_{t}  M^{g}_{q}M_{ti}  M_{iq} ( M_{ij}  M_{iq} ) + M^{g}_{q}
where,
M_{ij} is the actual marks obtained by the j^{th} candidate in the i^{th} slot,
M^{g}_{t} is the average marks of the top 0.1 % candidates in all slots,
M^{g}_{q} is the sum of mean and standard deviation of marks of all candidates in all slots,
M_{ti} is the average of marks of top 0.1 % candidates in the i^{th} slot,
M_{iq} is the sum of mean and standard deviation of marks of all candidates in the i^{th} slot.
Example of converting Score to Percentile
Sample of 200,000 candidates taking CMAT, assuming that the maximum exam score is 300 (In place of actual 400) is taken below for ready reference. You can change it to 400 maximum marks and can fresh calculate the same.
Total Test takers = 2,00,000
slots = 2
Test takers in each slot = 1,00,000 [ .1% of it = 100]
M_{ij} = 170 out of 300 ( is the actual marks obtained by the j^{th} candidate in
the 2nd slot)
M^{g}_{t} = [195 + 190 ]/2 = 192 ( is the average marks of the top 0.1 % candidates of
both the slots)
here, 195 and 190 are the average of the top .1% aspirants of all slots
M^{g}_{q} = 112 (is the sum of mean and standard deviation of marks
of all candidates in both the slots)
M_{ti } = 190 (is the average of marks of top 0.1 % candidates in
the 2nd slot)
M_{iq } = 110 (is the sum of mean and standard deviation of marks
of all candidates in the 2nd slot.)
So, according to the given formula, normalized score = (192112)(170110)/(190110) + 112 = 172