Numbers are uncovered everywhere in Mathematics and also in day come day life. There room different varieties of number in Mathematics. Prime numbers are among the vital ones. Let us talk about the definition of the element number and also the prime numbers approximately 100 in this article.

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Prime number Definition

A prime number is a optimistic integer the is divisible by only 1 and itself. I.e. Over there is no number various other than 1 and itself the divides a prime number.


Prime Number Properties

There are assorted properties that prime numbers possess. These properties are noted below:’

Prime number are positive numbers better than 1.For a number to it is in a element number, it must be a non-zero whole number.Prime numbers space numbers the cannot be split by any type of number other than themselves and one.Prime numbers have actually only 2 factors.The two determinants of prime numbers room one and the number itself.

List of prime Numbers as much as 100

The list of prime numbers approximately 100 are offered below:


Prime Numbers as much as 100

2, 3, 5, 7, 11, 13, 17, 19, 23, 29, 31, 37, 41, 43, 47, 53, 59, 61, 67, 71, 73, 79, 83, 89, 97.


Prime number Facts:

The only also prime number is 2 and the remaining also numbers can be separated by 2. So, the can’t be a prime number.No prime number better than 5 ends through a 5. Since any number better than 5 the ends v a 5 have the right to be split by 5, it can’t be a element number.Zero and also 1 room not prime numbers.The numbers 0 and 1, room neither a element number nor a composite number.

How to find Prime Numbers?

The an approach to uncover the prime numbers approximately 100 is given below:

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Write the end the numbers from 1 to 100 displayed aboveKeep the number 1 as it is due to the fact that all primes are higher than 1Number 2 is a prime, so to mark the number 2, and keep the numbers as it is which space multiples the 2. (such together 4, 6, 8,10, ….)The number 3 is a prime, so highlight the number 3, and also keep the numbers as it is which space multiples of 3. (such together 6, 9, 12,15, ….)The following number left is 5, so highlight the number 5 and also keep the numbers as it is which room multiples that 5 (such together 10, 15, 20, 25, …..)At the end, the number left in the very first row is number 7, currently highlight the number 7 and also keep every the numbers that room multiples of 7 (such together 14, 21, 28, ……)Finally, all the leftover highlighted number in the table space prime numbers.

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