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Crash courses is typically designed for a short duration, usually 50 to 55 days with intensive study sessions.
Crash course is to Study Afresh XI-XII Syllabus. Focus on key concepts, important topics, and common exam patterns. It reinforce your understanding along with revision of chapters.
Experienced Teachers who are well-versed with the exam pattern and syllabus. Their guidance and teaching help clarify doubts and provide valuable insights.
Crash courses have a structured study plan, which help you stay organized and cover all the essential topics efficiently.
Crash course offer practice exercises and mock tests, which is beneficia. for assessing your preparation level and identifying areas that need improvement.
Crash courses is intense, and being in a learning environment with other motivated students boost your own enthusiasm and discipline during the crucial exam preparation period.
Aproximate Percentile on the Basis of Marks Scored. It Also Depend on Various Other Parameters Like No. of Candidates and Questions Attempted. Individual Percentile is Calculated For PCM and PCB. Also Subjectwise Percentile is Calculated But Average of Three Subjects is Not the Total Percentile. Given Below is the Approximation of Percentile Upon Marks Scored.
Marks | Expected Percentile |
---|---|
156 to 200 Marks | 99+ Percentile |
136 to 155 Marks | 97 to 98+ Percentile |
106 to 135 Marks | 95 to 97+ Percentile |
96 to 105 Marks | 92 to 94+ Percentile |
156 to 200 Marks | 84 to 91+ Percentile |
81 to 95 Marks | 66 to 83+ Percentile |
61 to 80 Marks | 55 to 65+ Percentile |
50 to 60 Marks | 55 to 65+ Percentile |
Below 50 Marks | Below 65 Percentile |
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In this case: Percentile = (5 / 100) × 100 = 5%
So, the student who scored 80 marks has a percentile of 5%. It means they performed better than only 5% of the total students who appeared for the exam.
In a similar manner, you can calculate the percentile for any other student based on their score. The higher the percentile, the better the student's performance compared to others. For example, if a student has a percentile of 90%, it means they performed better than 90% of the total students who took the exam.