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What factors determine the stopping distance?
The total stopping distance is determined by a combination of factors including the driver's reaction time, the vehicle's braking distance, the road conditions (like wet or icy roads), and the speed at which the vehicle is traveling. These factors interact to determine how long it takes for a vehicle to come to a complete stop.
How many feet to stop a car traveling 35 mph?
The distance required to stop a car traveling at 35 mph can vary based on factors such as road conditions and the vehicle's braking system. However, a general estimate for stopping distance is around 120 to 140 feet under ideal conditions. This includes both the reaction distance (the time it takes for a driver to react) and the braking distance. It's important to note that this distance can increase significantly on wet or slippery roads.
Why one must drive slowly on wet roads?
Increased stopping distance-danger of hydroplaning
Why was traveling in Greece hard?
Roads were poor, and there weren't any fast vehicle areound.
At 25mph how many feet to stop?
The stopping distance at 25 mph can vary based on factors like road conditions and vehicle type, but a general rule of thumb is that it takes about 59 feet to stop. This includes the reaction distance (approximately 19 feet) and the braking distance (about 40 feet). Always remember that stopping distances can be longer on wet or icy roads.
Who has the right away on narrow steep roads?
The vehicle traveling uphill has the right of way on narrow steep roads because it is usually more difficult for the uphill vehicle to stop and then regain momentum.
Stopping on snow and ice may require up to the distance than normal conditions?
Stopping on snow and ice may require up to ten times more distance than normal conditions due to reduced tire traction. It is important to drive cautiously and leave plenty of space between your vehicle and others to allow for increased stopping distances. Using winter tires or chains can also help improve traction on snowy and icy roads.
What distance does wet road conditions affect?
Wet road conditions can significantly increase stopping distances for vehicles due to reduced traction. On average, stopping distances can be increased by about 30 to 50 percent when roads are wet compared to dry conditions. This means that a vehicle traveling at 60 mph may require an additional 100 to 200 feet to come to a complete stop. Drivers should adjust their speed and increase following distances in wet conditions to ensure safety.
When traveling on icy roads with only 3 passengers?
When traveling on icy roads with only three passengers, it's crucial to prioritize safety by driving slowly and maintaining a safe distance from other vehicles. Ensure that everyone wears their seatbelts and that the vehicle is equipped with winter tires for better traction. Additionally, avoid sudden movements with the steering wheel or brakes to prevent skidding. Always be prepared for unexpected conditions and keep an emergency kit in the vehicle.
How many feet does it take to stop a vehicle traveling at 20 mph?
On dry roads with ABS, around 46 feet.
In heavy rain what is the least amount of space should you allow for breaking?
In heavy rain, you should allow for at least double the normal braking distance in order to ensure safe stopping. This increased distance accounts for reduced traction and the longer time it takes for your vehicle to come to a stop on wet roads. It's important to drive cautiously and maintain a greater following distance from the vehicle in front of you.
What distance does it take to stop traveling at 50 mph?
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.
