Inertia affects the stopping distance of a car by causing the car to continue moving forward even after the brakes are applied. The greater the inertia of the car, the longer it will take for the car to come to a complete stop. This is because the car's momentum must be overcome by the braking force in order to bring the car to a halt.
Yes, the mass of a car does impact its stopping distance. A heavier car will generally require a longer distance to come to a stop compared to a lighter car, all other factors being equal. This is because the heavier car has more momentum and requires more force to stop.
It means the minimum distance the car moves between the time the driver decides to stop and the time the car actually stops. The distance can never be zero, and any pedestrian or animal who happens to be crossing in front of the car at a distance less than the stopping distance is simply out of luck.
Air resistance against the car as it travels and the friction of the wheels against the ground slows it down and so reduces the toy car's potential travelling distance The weight of the car\on the car, the slope of the ramp and the material the car lands on or on the ramp
A larger car will have more kinetic energy due to its greater mass and speed, leading to a longer stopping distance compared to a smaller car with less kinetic energy. The larger car will require more distance to decelerate and come to a stop due to its higher kinetic energy.
The stopping distance of a car can be determined by considering the car's speed, reaction time of the driver, and the braking distance required to come to a complete stop. The stopping distance is the sum of the reaction distance (distance traveled during the driver's reaction time) and the braking distance (distance traveled while the brakes are applied). It can be calculated using the formula: Stopping distance Reaction distance Braking distance.
Yes, the mass of a car does impact its stopping distance. A heavier car will generally require a longer distance to come to a stop compared to a lighter car, all other factors being equal. This is because the heavier car has more momentum and requires more force to stop.
Stopping distance
you're a tool. dependant upon inertia, stopping surface, braking potential, weight. lots of factors. a car may have ABS or not. this affects the final distance
The stopping distance of a car increases.
condition of car condition of driver weather road surface by jibran ali
Different surfaces affect the stopping distance of a car by influencing the friction between the tires and the road. For example, a rough or wet surface may reduce tire grip, increasing stopping distance, while a smooth and dry surface can provide better traction, decreasing stopping distance. Other factors such as tire condition and vehicle speed also play a role in determining stopping distance.
Stopping distance also increases.
It means the minimum distance the car moves between the time the driver decides to stop and the time the car actually stops. The distance can never be zero, and any pedestrian or animal who happens to be crossing in front of the car at a distance less than the stopping distance is simply out of luck.
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.
The greater the mass of the car and its occupants the longer the stopping distance that is required for the vehicle. Stopping distance is calculated by taking into account car mass and reaction time in braking
Air resistance against the car as it travels and the friction of the wheels against the ground slows it down and so reduces the toy car's potential travelling distance The weight of the car\on the car, the slope of the ramp and the material the car lands on or on the ramp
A larger car will have more kinetic energy due to its greater mass and speed, leading to a longer stopping distance compared to a smaller car with less kinetic energy. The larger car will require more distance to decelerate and come to a stop due to its higher kinetic energy.