The floor function within programming takes any input and finds the integer (whole number) part of the number. Thus, Jim is correct for all positive numbers. To take a couple of examples, the floor of 5.3 yields 5 and the floor of 2.3 yields 2. However, Jim’s interpretation is not valid for negative numbers.

*Answer:*

Jim’s statement is correct for positive numbers*Explanation:*

Flooring means that we will take the number before the decimal point. This number should be the whole number that precedes the given decimal. **Now, let’s check:**

1- positive numbers:

Take 3.5 for example:

Taking the number directly before the point. > we would have 3

The whole number that directly precedes 3.5 is. > 3

Since they are both the same, therefore, Jim’s statement is true

2- negative numbers:

Take -3.5 for example:

Taking the number directly before the point. > we would have -3

The whole number that directly precedes 3.5 is. > -4

Since they are both not the same, therefore, Jim’s statement is false