Question

Express 36 as the sum of two odd prime numbers????

Answer 1

$\underline{\pink{Prime\: Number:}}$

The natural number greater than 1 is said to be prime ,if it has only two factors 1 and itself .

* 2 is the only even prime .

Here , 17 and 19 are two odd prime numbers. whose sum is 36.

$\green {1. 17+19 = 36}$

2. 13 + 23 = 36

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Answer 2

17 and 19 are the two odd prime number which can be expressed as the sum of 36.

Given:

36

To find:

Two odd prime number which gives the sum 36.  

Solution:

Odd numbers are numbers which when divided by 2, leaves 1 as a remainder, that is these odd numbers are not a multiple of 2. Odd numbers come alternately with even numbers.

Prime numbers are certain numbers which do not have any other factor except 1 and the number itself, that is the number can only be divided by 1 and the number itself.

So, as the sum of two odd prime numbers, 36 can be expressed as:

36 = 17 + 19,

where, 17 is an odd prime number and 19 is an odd prime number.