The more the vehicle weighs, the harder the brakes must work to stop it and the more distance it will need to stop the vehicle.
However, large trucks can brake easier with more weight because weight adds friction which helps to stop the vehicle.
This still doesn't fully compensate for the total stopping distance needed for a large vehicle.
Basicly what he means is the heavier the vehicle the more friction it can create(slow it down) but it can add to the forward force iswell
Or more precisely, the force of the vehicle going forward because of it's mass is still greater than the force of friction helping the vehicle slow down.
The more friction, the quicker the vehicle will stop, meaning less stopping distance.
The stopping distance of a car increases.
Friction plays a key role in determining the stopping distance of a toy car rolling down a surface. The greater the friction between the wheels of the car and the surface, the shorter the stopping distance will be. Conversely, if there is less friction, the stopping distance will be longer. Other factors such as the speed of the toy car, the weight of the car, and the surface roughness will also influence the 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
Stopping distance also increases.
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
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.
To calculate the stopping distance, we need more information such as the mass of the car and the acceleration. The force alone is not sufficient to determine the stopping distance.
The two factors that affect the distance taken for a toy car to stop are the speed at which the car is moving and the braking force applied to the car. A higher speed will result in a longer stopping distance, while a stronger braking force will reduce the stopping distance.
The stopping distance can be calculated using the equation: stopping distance = (initial velocity^2) / (2 * deceleration). The deceleration can be calculated using the formula: deceleration = force / mass. Plugging in the values and calculating will give you the stopping distance.
No - the stopping distance depends on the speed of the vehicle - it' not simply a case of 'doubling-up'.