If 9 counters are 1/3, then what is ONE?

HELP PLEASE!!!!!!!!!!!!!:():

If you can't answer that you must be a kid

To find the value of ONE, we need to understand the relationship between 9 counters and 1/3.

Let's start by considering that 9 counters represent 1/3. This means that if we have 9 counters, they can be divided into 3 equal groups, and each group will have the same number of counters.

Using this information, we can divide the 9 counters into 3 groups:

Group 1: 3 counters
Group 2: 3 counters
Group 3: 3 counters

Now, if we want to find the value of ONE, we need to consider that ONE is equivalent to one group of counters. Since each group has 3 counters, ONE would represent 3 counters.

Therefore, the value of ONE is 3.

I don't know what a "counter" is in your case. If they are all equal and TOTAL 1/3, then each is 1/27

What does this have to do with geometry?