Full Day Small Group Niagara Falls tour from New York City
Full Day Small Group Niagara Falls tour from New York City is a 17-hour sightseeing tour in Manchester. £480.55 — 471% above the Manchester median tour price of £84.20, across 476 priced tours. It holds a 5.0 out of 5 rating from 3 reviews. Listed under Outdoor Activities, History, Food & Drink, Tours & Sightseeing. The median tour price in Manchester is £84.20, measured across 476 priced tours.
Manchester⏱ 17 hours★5.0(3 Rating)From £481

Experience one of the country’s most famous sights with a day trip to Niagara Falls . This one-day tour makes it easy to take an excursion from New York City to see the natural wonder. No need for a passport or visa since you’ll stay on the New York side of the falls. Make the long journey in a comfortably air-conditioned vehicle. Convenient round-trip transportation from Manhattan’s Times Square.
See the waterfalls from many different vantage points and have some time to explore Niagara Falls State Park on your own. Get close enough to the falls to feel their mist, and have plenty of great photo ops. Plus, leave the worry of driving and navigating to your guide
Key facts
- £480.55 — 471% above the Manchester median tour price of £84.20, across 476 priced tours.
- This tour sits in the most expensive quarter of Manchester tours (above the £160.24 75th percentile, 476 priced tours).
- 17 h — 750% longer than the Manchester median of 2 h, across 476 tours.
- The median tour price in Manchester is £84.20, measured across 476 priced tours.
- The 25th-percentile tour price in Manchester is £45.54, measured across 476 priced tours.
- The 75th-percentile tour price in Manchester is £160.24, measured across 476 priced tours.
- The median tour in Manchester runs 2 h, measured across 476 tours with a published duration.
- 98% of Manchester's 476 categorised tours carry the "Tours & Sightseeing" tag, the most common of 14 categories in the city.
Figures are computed from our own dataset at build time; each line states the sample it is based on. How we calculate these