As we work more and more with numbers in the real number system, we slowly discover more real numbers, verifying the Density Property of Real Numbers, which clearly states that between any two real numbers consecutive or otherwise, there exists yet another real number. One way to show that this fact is true is as follows: Given two real numbers, like 1/2 and 2/3, let's find a value halfway between them. Easy enough; right? Simply take the sum of the two values, and divide by two. In your post you will address one of the following:

1.) Provide an example of application of the Density Property of Real Numbers

OR

2.) State another property of numbers along with an example.