Distance from Manhattan to Topeka
How far is it from Manhattan to Topeka? About 1,154 mi in a straight line and 1,362 mi by road. Driving time, flight time, midpoint and route details.
Manhattan and Topeka are about 1,154 mi (1,857 km) apart in a straight line. By road that works out to roughly 1,362 mi (2,191 km), a drive of about 23 hr 4 min. A nonstop flight covers the great-circle distance in approximately 2 hr 37 min.
| Straight-line distance | 1,154 mi / 1,857 km |
| Road distance (est.) | 1,362 mi / 2,191 km |
| Driving time (est.) | 23 hr 4 min |
| Nonstop flight (est.) | 2 hr 37 min |
| Driving fuel (est., 1-way) | $170 |
| Typical flight fare | $200–$600 |
| Geographic midpoint | 40.426, -84.961 |
How these estimates work
Straight-line distance uses the haversine formula on each city's coordinates. Road distance applies a circuity factor (~1.2–1.4×) and driving time a blended average speed. Flight time uses typical jet cruise speed plus ~30 minutes for taxi, climb and descent. Treat all figures as planning estimates.
Frequently asked questions
Manhattan to Topeka is about 1,154 mi (1,857 km) in a straight line, and roughly 1,362 mi (2,191 km) by road.