ZIP Code Radius Finder
Find all ZIP codes within a specified distance from any US postal code.
32 ZIP Codes within 25 miles of 50433
Center: Dougherty, IA
| ZIP Code | City | State | Distance | Action |
|---|---|---|---|---|
| 50433 | Dougherty | IA | 0.0 mi | View |
| 50605 | Aredale | IA | 6.5 mi | View |
| 50653 | Marble Rock | IA | 8.5 mi | View |
| 50469 | Rockwell | IA | 9.0 mi | View |
| 50475 | Sheffield | IA | 9.3 mi | View |
| 50468 | Rockford | IA | 9.3 mi | View |
| 50611 | Bristow | IA | 10.2 mi | View |
| 50427 | Chapin | IA | 10.9 mi | View |
| 50636 | Greene | IA | 12.4 mi | View |
| 50625 | Dumont | IA | 12.7 mi | View |
| 50477 | Swaledale | IA | 14.7 mi | View |
| 50441 | Hampton | IA | 15.8 mi | View |
| 50458 | Nora Springs | IA | 16.1 mi | View |
| 50401 | Mason City | IA | 17.4 mi | View |
| 50602 | Allison | IA | 17.9 mi | View |
| 50633 | Geneva | IA | 18.2 mi | View |
| 50479 | Thornton | IA | 18.3 mi | View |
| 50471 | Rudd | IA | 18.4 mi | View |
| 50467 | Rock Falls | IA | 19.4 mi | View |
| 50452 | Latimer | IA | 19.5 mi | View |
| 50649 | Kesley | IA | 19.7 mi | View |
| 50431 | Coulter | IA | 21.0 mi | View |
| 50435 | Floyd | IA | 21.2 mi | View |
| 50619 | Clarksville | IA | 21.5 mi | View |
| 50616 | Charles City | IA | 22.2 mi | View |
| 50464 | Plymouth | IA | 22.4 mi | View |
| 50420 | Alexander | IA | 22.4 mi | View |
| 50428 | Clear Lake | IA | 22.4 mi | View |
| 50457 | Meservey | IA | 22.5 mi | View |
| 50041 | Bradford | IA | 22.7 mi | View |
| 50604 | Aplington | IA | 23.5 mi | View |
| 50608 | Austinville | IA | 23.9 mi | View |
How to Use the ZIP Code Radius Finder
Enter any US ZIP code and select a radius in miles to find all postal codes within that distance. This tool uses the Haversine formula to calculate accurate distances between ZIP code centroids.
Common Use Cases
- Marketing campaigns: Target customers within a specific radius
- Delivery zones: Define service areas for businesses
- Real estate: Find properties in nearby ZIP codes
- Demographic analysis: Study populations within a radius