The stopping distance, after decelerating from 60 mph to 0 mph, will depend on the efficiency of the brakes, the friction between the tyres and the road surface and the mass of the vehicle.
The initial speed alone cannot give you an answer.
Not sure about the speed of care, but the speed of a car would be Distance/Time = 300/5 = 60 miles per hour.Not sure about the speed of care, but the speed of a car would be Distance/Time = 300/5 = 60 miles per hour.Not sure about the speed of care, but the speed of a car would be Distance/Time = 300/5 = 60 miles per hour.Not sure about the speed of care, but the speed of a car would be Distance/Time = 300/5 = 60 miles per hour.
3 miles
In the case of constant speed: distance = speed x time. Or, Total distance = Average speed * Total Time
Stacy's average speed was 50 miles per hour. To calculate average speed, you divide the total distance traveled (200 miles) by the total time taken (4 hours).
Average speed = Total Distance/Total Time = (15+25)/2 = 40/2 = 20 miles per hour. Velocity (due North) = Total NET distance North/Total Time = (15-25)/2 = -10/2 = -5 miles per hour or, velocity due South = 5 miles per hour.
The color of the vehicle does not affect the total stopping distance. Factors that do affect stopping distance include speed, road conditions, driver reaction time, and vehicle condition.
5o miles per hour is 73.3 feet per second. The average stopping distance for the breaks at that speed is 128 feet. Now add to that the average reaction time for a driver at that speed which is 3/4 second so we add 55 feet gives us a total of 183 feet.
That distance is known as the total stopping distance, which consists of both the thinking distance (distance traveled while recognizing a hazard and reacting) and the braking distance (distance traveled from applying the brakes to coming to a complete stop). The total stopping distance can vary depending on factors such as speed, road conditions, and vehicle condition.
Yes, as speed increases, both the reaction distance (distance traveled while identifying a hazard and initiating braking) and braking distance increase, leading to a longer total stopping distance. This is due to the greater momentum and energy that needs to be dissipated to come to a stop at higher speeds.
Average speed = total distance / total time Therefore, total time = total distance / average speed = 420 miles / 60 miles per hour = 7 hours It takes 7 hours to drive 420 miles at 60 miles per hour
The total stopping distance for a car travelling at 30 mph on a dry surface is about 75 feet. However, you may wish to note that in most countries, driving a car on the pavement is illegal.
Total stopping distance is the thinking distance (The distance it takes for your brain to process the event and decide to stop the car) and the stopping distance (The distance it takes to stop the car once deceleration has begun) added together.
An example of non-instantaneous speed would be the average speed of a car over a distance of 100 miles, calculated by dividing the total distance traveled by the total time taken to cover that distance.
Total stopping distance includes both reaction distance (the distance traveled while perceiving a hazard and reacting to it) and braking distance (the distance traveled once braking has been initiated). It is the sum of these two distances and is the distance required for a vehicle to come to a complete stop.
The faster you are going the longer the stopping distance is. The slower you are going the shorter the stopping distance is. E.G. Speed of a car Thinking distace Breaking distance Total stopping distance mph meters meters meters 30 9 14 23 40 12 24 36 50 15 38 53 70 21 75 96
To estimate total stopping distance in ideal conditions, calculate the sum of reaction distance (distance traveled while perceiving a hazard and applying the brakes) and braking distance (distance traveled while the vehicle comes to a complete stop after the brakes are applied). Both distances can be influenced by factors like speed and road conditions.
Average speed is the total distance traveled divided by the total time taken to cover that distance. It is a measure of how fast an object is moving on average over a certain period of time. The formula to calculate average speed is: Average Speed = Total Distance ÷ Total Time.