The stopping distance of a Ford Fiesta 1.25 can vary based on factors such as road conditions, tire quality, and speed at the time of braking. Generally, at a speed of 60 km/h (about 37 mph), the total stopping distance can be around 30-35 meters (98-115 feet), which includes perception time, reaction time, and braking distance. For more precise measurements, it's best to refer to specific tests or manufacturer data.
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The distance to stop depends upon a lot of factors, eg:type of road surfacecondition of tyresstate of road surface (icy, dusty, wet, dry, etc)effectiveness of brakesThe stopping distance given in the Highway Code is based on assumptions that have not changed even though brakes, etc have improved. They are calculated as distance to stop in ft = (speed in mph)² ÷ 20For 50 mph the physical stopping distance is 50² ÷ 20 = 125 ftThe Highway Code gives the emergency stopping distance as this distance plus the thinking distance which is given as 1 ft per mph which at 50 mph is 50 ftThese distances are converted to metres:Emergency stopping distance = thinking distance + physical stopping distance= 50 ft + 125 ft = 175 ft≈ 15 m + 38 m ≈ 53 mThis is the shortest distance based on good brakes, good tyres, dry road. For worn tyres, wet or icy roads, etc increase the distance by a factor of 2, 5, 10 etc.
The driving distance is about 125 miles.
125 miles
The time it will take for an object traveling at 25 m/s to reach a distance of 125 meters can be calculated using the formula ( time = distance / speed ). Therefore, the object will take 5 seconds to reach 125 meters.
The driving distance is about 125 miles.
The driving distance is about 125 miles.
125 kilometers
125 miles
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125 miles