1 knot = 1.15 MPH
250 kts x 1.15 = 287.5 MPH
250 knots = 287.695 mph
250 knots = 287.694862 miles per hour 250 knots = 463 kilometers per hour
250 meters = 0.155342798 miles
Answer: 2500 km = 1553.427 mi.
She traveled 200 miles on sunday and 250 miles on sturday
Miles is the imperial unit of measuring distances. Kilometers or meters is the metric unit. 1 mile is 1.6093 km. So to convert km to miles, we divide by 1.6093. 1 feet = 0.0001893 miles. The corresponding distance in miles is 217
250 knots = 287.7 mph
250 knots = 287.694862 miles per hour 250 knots = 463 kilometers per hour
@ 250 mph
250 (miles) / 70 (mph) = 3.57 (hours)
the average cruise speed for civil airliners ranges from 250 kias (knots in airspeed, close to miles per hour) to 1250 kias
1 knot = 1 nautical mile per hour. 250 / 7 = 35 5/7 hours (35 5/7) / 24 ~= 1.49 days (a little under a day and a half).
There are many variables...especially when trying to decide what the "average" plane is. 1 knot = approximately 1.15 M.P.H. e.g. 100 knots = 115 m.p.h. Average (Typical Cruising) Speeds: Light Single Engine piston powered airplane - 110-130 knots. Light Single Engine Turbine Powered Airplane - 150-180 knots. Light Twin Piston - 180-200 knots Heavy Twin Piston - 200-250 knots Twin Turboprop - 250-300 knots Turbine (pure-jet) Powered Jetliner or Corporate Jet - 450 - 500 Knots Rocket Powered e.g. STS / Space Shuttle - 15,300 knots (It's also the fastest glider.) The speeds vary greatly between models. For example, some single engine pistons can't exceed 100 knots but another model / design can exceed 200 knots.
It takes 25 hours!
Time = Distance/Speed = 250 miles/50 miles per hour = 5 hours
250 mph= 402.336 kmh. There are 1.609344 kmh in 1 mph, and .6213711922 mph in 1 kmh.
distance=rate*time time=distance/rate time=250 miles/65 miles per hour= 3.845 hours
To get the rate for 250 miles in 5 hours, divide the miles by the hours to get miles per hour, 250 miles/5 hours=50 miles per hour. If you divide 5 hours by 250 miles, you get 0.02 hours per mile, the other unit rate for this set of numbers.