Explanation:
Whole numbers are integers that start from 0 and continue in the positive direction (1, 2, 3, 4, ...). When we consider two consecutive whole numbers, there are no other whole numbers that lie between them. Let's delve into the details to understand this concept better.

Definition of Whole Numbers:
Whole numbers consist of all the positive integers along with 0. They do not include any fractions or decimals.

Example:
If we consider the consecutive whole numbers 5 and 6, there are no whole numbers between them. The only whole numbers that come after 5 are 6, 7, 8, and so on.

Explanation:
Since whole numbers are discrete values with no fractions or decimals, there is no number that falls between two consecutive whole numbers. The gap between two consecutive whole numbers is always 1.

Visual Representation:
If we visualize the number line, we can see that each whole number is represented by a point on the line with equal spacing between them. There are no intermediate points representing numbers between two consecutive whole numbers.
In conclusion, there is no whole number that can exist between two consecutive whole numbers due to the discrete nature of whole numbers. The concept of consecutive whole numbers helps us understand the sequential order of integers in a clear and organized manner.