KTM 250 Duke vs TVS Apache RR 310 in Nepal: Price, Range & Specs
Our verdict
The KTM 250 Duke is the cheaper way in at Rs 7.8 lakh, Rs 20,000 less than the TVS Apache RR 310 (Rs 8 lakh). The official spec sheets don’t give enough comparable figures to separate them further — compare the details below and test-ride both.
23 Oct 2026
Standard | Standard | |
|---|---|---|
| Price & running cost | ||
| Indicative ex-showroom price | Rs 7,79,900 | Rs 7,99,900 |
| Monthly EMI (60% loan, 5 years) | Rs 9,486 | Rs 9,729 |
| Energy cost per km | Rs 6.49 | Not available |
| Running cost (1000 km/month) | Rs 6,494 | Not available |
| Energy cost over 5 years | Rs 3,89,640 | Not available |
| Engine, motor & performance | ||
| Engine | 249 cc | — |
| Cylinders | 1 | — |
| Fuel | Petrol† | — |
| Maximum power | 22.8 kW (31 PS) | — |
| Maximum torque | 25 Nm | — |
| Transmission | 6-speed manual, quickshifter+ | — |
| Gears | 6 | — |
| Mileage (claimed) | 30.8 km/l† | — |
| Top speed | 142 km/h† | — |
| Starting | Self start† | — |
| Fuel, battery & charging | ||
| Fuel tank | 15 l | — |
| Dimensions & weight | ||
| Ground clearance | 176 mm† | — |
| Seat height | 800 mm† | — |
| Kerb weight | 165 kg | — |
| Brakes, suspension & tyres | ||
| Front brake | 320 mm disc, 4-piston radially mounted fixed caliper | — |
| Rear brake | 240 mm disc, 2-piston floating caliper | — |
| ABS | Bosch dual-channel ABS with SuperMoto mode | — |
| Front suspension | WP APEX USD forks, 43 mm† | — |
| Rear suspension | WP APEX monoshock, 10-step preload adjustable† | — |
| Front tyre | 110/70 R17† | — |
| Rear tyre | 150/60 R17† | — |
| Warranty | ||
| Warranty | — | 5 years |
| Warranty details | — | 5 years for the BSVI version only; conditions apply |
Running costs use claimed mileage/range, current fuel and electricity prices and the distance shown; servicing, insurance and resale are not included. The best value in each row is highlighted. Indicative ex-showroom prices on the date shown. Confirm the final price with the dealer before buying. How we calculate this

