To answer this question, we need to understand that "one and one-fifth" is a fraction, which we can express numerically as 1.2 (1 + 1/5).
Let's start by considering that we have a total of 5, and we want to find out how many times our fraction (1.2) fits into this total.
Here's the step-by-step solution to the problem:
Step 1: Let's state our fraction and total.
Our fraction is 1.2 (1 + 1/5) and our total is 5.
Step 2: Find out how many times the fraction fits into the total.
We do this by dividing the total by the fraction. Take your total (which is 5) and divide it by your fraction (which is 1.2).
So, this would be 5 divided by 1.2.
Step 3: Make the calculation.
When you perform the division, you will find that 5 divided by 1.2 equals approximately 4.17.
To interpret the results, we can say that one and one-fifth (1.2) fits approximately 4.17 times into the number 5.
In other words, there are about 4.17 occurences of "one and a fifth" in the number 5.