Prime Model

Introduction to prime model:

In this article we shall discuss about prime model. Here, prime model is also denoted as prime number model. A Prime Number is a complete number, bigger than 1, so as to can be uniformly divided just by 1 otherwise itself. "Prime Factorization" is recognized which prime numbers need to multiply as one to get the original number.

Here, few prime numbers are:  1, 7, 13, and 19 etc...

The prime factorization model of a number is multiplying prime factors of a number.

Here, simple example is 38 = 2 x 19.

Examples of Prime Number Model:

The example of 1 - 100 prime number model is shown given below that,

Prime number of 1 - 10:

The prime number of 1 - 10 is 2, 3, 5 and 7.

Prime number of 10 - 20:

The prime number of 10 - 20 is 11, 13, 17 and 19.

Prime number of 20 - 30:

The prime number of 20 - 30 is 23 and 29.

Prime number of 30 - 40:

The prime number of 30 - 40 is 31 and 37.

Prime number of 40 - 50:

The prime number of 40 - 50 is 41, 43 and 47.

Prime number of 50 - 60:

The prime number of 50 - 60 is 53 and 59.

Prime number of 60 - 70:

The prime number of 60 - 70 is 61 and 67.

Prime number of 70 - 80:

The prime number of 70 - 80 is 71, 73 and 79.

Prime number of 80 - 90:

The prime number of 80 - 90 is 83 and 89.

Prime number of 90 - 100:

The prime number of 90 - 100 is 97. Please express your views of this topic Perfect Number by commenting on blog.

Example Problems Based on Prime Factorization Model:

Example problems based on prime factorization model is given below that,

Example:

How to find prime factorization model for 78?

Solution:

Step 1:

To create through the smallest amount prime number, which is 2, then the value is

`78/2 = 39`

Step 2:

Here 39 is not a prime number, therefore we require factoring it over again:

`39/3 = 13`

Step 3:

13 is a prime number,

78 = 13 × 3 × 2. This is the answer; all factors are a prime number. Since a result should be Correct.

Step 4:

The prime factorization for 78 is 13 × 3 × 2.