Question

The product of the smallest odd prime number and the smallest even composite number is _______

Answer 1

The product of the smallest odd prime number and the smallest even composite number =2×4
=8

Thus answer is 8

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Answer 2

Answer:

Hence, the sum of the shortest even composite number and the smallest odd prime number is $12$.

Step-by-step explanation:

Concept:

Except for $2$, all even integers are composite numbers. The smallest composite number is $4$. A composite number has more factors than a prime number, which only has two factors. One and the number itself can be used to split prime numbers. Any component of a composite number can be divided.

Given:

The smallest odd prime count and the smallest even composite count.

To find:

We have to find their product.

Solution:

All even counts except $2$ are composite counts. Therefore, $4$ is the smallest composite count.

The smallest odd prime number = 3

The smallest even composite number = 4

The product of both is,

$=3*4\\=12$

Thus, The sum of the smallest even composite number and the shortest odd prime number is twelve.

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