There are ten digits in the number system (0,1,2,3,4,5,6,7,8,9). When these digits are added together, a number is formed. Understanding these digits is important for solving number system questions for CLAT.

## Number System Questions For CLAT 2025

Place Value refers to how the value of the digits changes depending on where they are placed; meanwhile, Face Value refers to how the value of a digit remains constant regardless of where it is placed.

On this topic, you can expect 2-3 questions on the CLAT exam. Even though it is the least important section of the exam, if you prepare well, you can earn a perfect score.

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**Various Types of Numbers**

Among the other topics, the number system is the simplest because it covers basic operations and issues. You can address a higher degree of application-based challenges with the help of these fundamentals.

The following are various types of numbers about which you can anticipate questions on the upcoming exam:

- Natural Numbers: Natural Numbers are positive numbers (1,2,3,4,5,6,……) that can be numbered starting at 1. Positive integers are another name for these numbers.
- Whole Numbers: Whole Numbers are all the numbers that can be numbered, including zero (0,1,2,3,4,…).
- Integers: Integers are all positive and negative numbers that can be counted, as well as zero. … -3,-2,-1,0,1,2,3…. Positive integers are positive numbers that include zero, one, two, three, and so on. Negative Integers are numbers that are negative…. -4,-3,-2,-1.
- Rational Number: A number that may be written as (a/b), where b≠0 is a rational number. All integers, including zero and fractions, are included.
- Co-Prime Numbers are two numbers that have the same HCF, i.e., there is no other common factor between them. 5 and 24 are two examples.
- Irrational Numbers: Irrational numbers are those that cannot be stated in the standard (a/b) format. As an example, π = 1415926535897932384626433832795028… We use 3.14 or 22/7 (where 22/7 is an irrational number) because this value of pi never ends. Irrational numbers are also recognized for having a recurrent feature.
- Even numbers: Even numbers are positive and negative integers that may be divided by two.
- Odd Numbers: Odd numbers are those that can’t be divided by two.
- Prime Numbers: Prime numbers are positive integers with only two factors: 1 and themselves. It’s a good idea to memorise all 25 prime numbers below 100, which are 2, 3, 5, 7, 11, 13, 17, 19, 23, 29, 31, 37, 41, 43, 47, 53, 59, 61, 67, 71, 73, 79, 83, 89, and 97.
- Composite Numbers: All the numbers that are not prime are Composite Numbers.
- Real Number: The term “real number” encompasses all of the numbers covered thus far. The number line can be used to represent these figures.

**Read more: How To Prepare For CLAT Legal Reasoning **

**How to Attend Number System Questions in CLAT 2025?**

Most of the students will be probably wondering how to rapidly solve number system questions in the exam.

Here are a few pointers to assist you in better understanding how to do CLAT Maths Questions in a flash.

- There are passages and questions throughout the entire question paper. As a result, it is critical to read the entire sentence carefully.
- Before you answer any question, make sure you understand every phrase.
- The exam conducting authority is examining your ability to solve logical questions rather than only formula-based questions, as the question paper pattern changes each year. As a result, it is critical to set aside at least one hour per day for CLAT Maths preparation.
- Make sure to keep track of any calculations you make on the rough sheet during the exam.
- As the questions are comprehension-based, you may need to refer back to the prior response to solve the following one.

**Read More: How To Study GK For CLAT 2025**

**Sample Questions based on the number system of the CLAT exam**

- What is the value of x that makes 7396×51 divisible by 11? 9?
- What should be deducted from 2016 for it to be divisible by 19 completely?
- Find the product’s unit digit (463 * 756 * 414 * 679).
- How many prime factors are there in (47 * 75 *1111)?
- What is the natural number that is closest to 8488 and is divisible by 77?
- Find the smallest number that can be subtracted from 13501 to leave a divisible by 87 residual.
- What is the smallest five-digit number divisible by 31?
- What is the greatest five-digit number divisible by 91?
- When you divide a number by 56, the remaining is 29. If the same number is divided by 8, what is the remainder?
- Determine how many numbers in the range of 100 to 1000 are divisible by six.

**Read More: How To Improve Vocabulary For CLAT 2025**

### Frequently Asked Questions (FAQs)

Q: What are the finest books to use to prepare for the CLAT Maths Section?

A: To prepare for the CLAT Exam, you must carefully select the books that will be most beneficial to your studies. The following are some of the top books for CLAT Maths Section preparation: Pearson's Quantitative Aptitude, Arihant's First Track Objective Arithmetic, and Pearson's Maths 30 Days Wonder S. Chand, Samiksha Gupta and R.K. Gupta's Legal Aptitude Test (CLAT).

Q: What can I do to improve my CLAT Maths Section performance?

A: Following the expert advice will undoubtedly assist you in better preparing for the CLAT Maths 2021. Begin your preparation by studying from the correct books that cover all of the concepts and topics according to the most recent exam pattern, and make sure you are familiar with the CLAT Exam's full Paper Pattern and Syllabus before you begin.

Q: What is the total number of Questions on the Number System asked in the CLAT exam?

A: CLAT Number System Questions are a prevalent topic that should not be ignored during preparation. This topic is likely to generate 1-2 questions in general. For the CLAT Questions on Number System, candidates should practice thoroughly and be well-versed in all relevant topics.

Q: What are some tips for CLAT Maths Preparation?

A: The following are some general preparation ideas for the Maths section: Make an effort to comprehend the concepts of the topics. Do not attempt to cram. On the last day of preparation, don't try to dig into any new topics. Re-examine the previous themes. Examine the formulas and put them to use. Check for shortcuts as well during your preparation.