Bueno Mark is a distribution warehouse in Arizona that Services their stores in the southwest part of the country and Arizona Warehouse they have learned to keep things running officially they need for workers for each day and three supervisors for each every 50 for work day workers if the new Warehouse is being built in North Carolina the service stores that are open on the east coast and the knew where I was going to have 36 days and then we need to hire a blank supervisors to run the new Warehouse officially

To determine the number of supervisors needed for the new warehouse in North Carolina, we first need to understand the staffing requirements as established for the Arizona warehouse.

From your description:

- For every **50 workers**, there are **3 supervisors** needed.

Now, we need to know how many workers will be at the new warehouse in North Carolina. You mentioned that the new warehouse is being built to service stores on the East Coast, but you did not specify the number of workers required for that warehouse.

Assuming the number of workers is the same as Arizona (which you'll need to confirm), let's denote the number of workers at the new North Carolina warehouse as \( W \).

Using the supervisor-to-worker ratio:

1. **Calculate the number of supervisors needed:**
\[
\text{Number of Supervisors} = \left( \frac{W}{50} \right) \times 3
\]
This formula takes the total number of workers, divides it by 50 to determine how many groups of 50 there are, and then multiplies by 3 to find the required number of supervisors.

Please provide the number of workers \( W \) for the new warehouse so we can calculate the exact number of supervisors needed.

Didn't come with any give me the answer

I apologize for the confusion! Let's assume a hypothetical scenario for the number of workers since you didn't provide a specific number. I’ll go through a couple of examples with different numbers of workers, and you can adjust accordingly based on your actual needs.

### Example 1: 100 Workers

If there are **100 workers** (2 groups of 50):

\[
\text{Number of Supervisors} = \left( \frac{100}{50} \right) \times 3 = 2 \times 3 = 6 \text{ supervisors}
\]

### Example 2: 200 Workers

If there are **200 workers** (4 groups of 50):

\[
\text{Number of Supervisors} = \left( \frac{200}{50} \right) \times 3 = 4 \times 3 = 12 \text{ supervisors}
\]

### Example 3: 300 Workers

If there are **300 workers** (6 groups of 50):

\[
\text{Number of Supervisors} = \left( \frac{300}{50} \right) \times 3 = 6 \times 3 = 18 \text{ supervisors}
\]

### Conclusion

You can use this formula to calculate the number of supervisors based on the actual number of workers you plan to have at the new warehouse:

\[
\text{Number of Supervisors} = \left( \frac{W}{50} \right) \times 3
\]

Replace \( W \) with the actual number of workers, and you'll get the number of supervisors needed. If you have a specific number of workers in mind, please let me know!