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## How is 92 percentile in JEE Mains?

You have secured a good rank. According to your score 92 percentile in JEE mains , your rank will be around 78111 to 87219 . If you are general category then it will be difficult for you to get any top NITs or IIITs or CFTIs. Hope this information helps you.

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## What is rank at 92 percentile?

Your percentile is 92 It means 92% student of the total student appeared for the exam are behind you which means that 8% students of the total students appeared for the exam are Ahead of You, Therefore your general rank is 69957(approx).

## Can I get into NIT with 92 percentile in JEE Mains?

No,it is very hard to get the seat because Nit’s are top colleges of India. There are limited seats.In 92 percentile your ranking will be around 70,000. If you are of OBC,SC or ST,you can try your luck.So work hard for coming Jee mains 2nd exam.

## What is 92 percentile of 300 marks?

So for 92 percentile of 300 marks it would be somewhere between 110-130 marks.

## What is the percentile for 120 marks?

——————–) your percentile will be roughly around 95 -96 percentile considering paper of moderate difficulty level .

## What is the percentile for 93 marks?

93 percentile means you have scored more than 93 percent of the students who have given the exam as well. Considering, a mean of 10,00,000 total students; your rank will be 70,000 in the common rank category.

## What is the percentile for 150 marks?

## Is a 92 percentile good?

A 3.7 GPA, or Grade Point Average, is equivalent to an A- letter grade on a 4.0 GPA scale. This means is equivalent to a 90-92%. The national average GPA is 3.0 which means a 3.7 is well above average.

## Is top 10% the 90th percentile?

Definition and Description of the Percentile For example, within the integer sequence spanning from 0 to 100, 50 is the 50th percentile or median, 10 is the 10th percentile, and 90 is the 90th percentile. resulting: 10th percentile: 11.

## Does 90th percentile mean 90%?

n. the location of a score in a distribution expressed as the percentage of cases in the data set with scores equal to or below the score in question. Thus, if a score is said to be in the 90th percentile, this means that 90% of the scores in the distribution are equal to or lower than that score.