Final answer:
The whole numbers between 25 and 50 with a difference of 4 between their digits are 29 and 41.
Step-by-step explanation:
The question posed is a mathematics problem that involves understanding the concepts of whole numbers and digit differences. The whole numbers in question are those which fall between 25 and 50 and have a difference of 4 between any two of their digits.
To find such numbers, we can follow a simple reasoning process:
- All digits are significant.
- If we consider a two-digit number 'ab', we want the difference |a - b| = 4.
- Through enumeration, we find that 29 and 41 meet the criteria, as the differences between the digits are exactly 4 (9-5=4 and 4-1=4, respectively).
Therefore, the whole numbers between 25 and 50 that meet the conditions are 29 and 41.