Difference Between the Smallest Even Six-Digit Number and Smallest Odd Five-Digit Number

The task at hand is to calculate the difference between the smallest even six-digit number and the smallest odd five-digit number. Let's break this down step-by-step to ensure a clear understanding.

Identifying the Numbers

First, we need to identify the smallest even six-digit number and the smallest odd five-digit number. The smallest even six-digit number is the lowest six-digit number that is divisible by 2, which is 100000. Similarly, the smallest odd five-digit number is the lowest five-digit number that ends in an odd digit, which is 10001.

Calculating the Difference

Now that we have identified these numbers, we can calculate the difference between them. The calculation is as follows:

text{Difference} 100000 - 10001 89999

Therefore, the difference between the smallest even six-digit number and the smallest odd five-digit number is 89999.

Alternative Scenarios

It's worth noting that "smallest" could include negative numbers. If we consider negative numbers, the smallest even six-digit number would be -999998, and the smallest odd five-digit number would be -99999. The difference in this case would be:

-999998 - (-99999) -999998 99999 -899998 99999 899.999

This shows that the difference can vary significantly depending on the range of numbers we consider.

Conclusion

When considering only positive whole numbers, the difference between the smallest even six-digit number and the smallest odd five-digit number is 89999. However, if we include negative numbers, the difference changes to 899.999.

Understanding these calculations is crucial for grasping the concept of numerical differences and ranges in mathematics. Whether you're dealing with positive or negative numbers, the difference between these specific digits can be a valuable reference.