KIITEE Law 2021 Exam Pattern:
The exam pattern conveys the idea of how the question is designed. Some other details mentioned in the exam pattern are the duration, the mode of the examination, the total no. of questions to be asked, etc. All of these details are provided by the organizing authority of the KIITEEE LAW entrance examination to make it easy for the students to understand the details of the entrance exam question pattern and other details of the examination. The students should check the exam pattern properly before starting their preparation process.
Exam | KIITEE Law |
---|---|
Duration | 3 hours |
Mode | online |
No. of questions | 120 questions per section |
Type of questions | Objective type question |
Total marks | 480 |
Marking scheme |
4 marks for each correct answer
1 mark deducted for the wrong answer
|
Language | English |
Question Distribution:
The mark distribution for KIITEE 2021 varies according to other subjects. The maximum accepted questions are given below
Subject | Total question |
---|---|
Math | 30 |
Legal Aptitude | 40 |
Logical Reasoning | 30 |
Current affair and General Knowledge | 20 |
Daigramitical representation of Subject/ Question:![](data:image/webp;base64,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)
Mark Distribution:
KIITEE Law is an online exam having a total of 120 MCQs from four different subjects. one correct answer gives 4 marks. the mark distribution of question is as follows
Subject | Marks |
---|---|
Math | 120 |
Legal Aptitude | 160 |
Logical Reasoning | 120 |
Current affair and General Knowledge | 80 |