no, you need to know its initial velocity to determine this; if initial velocity is zero then distance is 1/2 acceleration x time squared
No, you cannot.
No, you cannot.
Speed describes the distance traveled by an object divided by the time in which the distance was traveled, if the direction is not specified.
There is not enough information to answer the question. The answer depends onis the object travelling at constant velocity?is the acceleration constant?If it is an object travelling with constant acceleration, which three of the following four variables are knows: initaial velocity, final velocity, acceleration and time.
When you have information about the motion of the cars in terms of its velocity of acceleration over a period of time but not its distance from a fixed object.
The distance it travels and how long it took to travel that far. To calculate speed you do (total distance traveled)/(total time taken)
No, you cannot.
uniform acceleration
speed
No, that won't do it. You need to divide the distance the object went by the time it took to go that distance.
It means that the object was accelerating or decelerating at least part of the time.
Speed describes the distance traveled by an object divided by the time in which the distance was traveled, if the direction is not specified.
To determine average speed, you need to know what distance the object traveled in meters over how long it took the object to travel that distance in seconds.
For a free-falling object, you can calculate the total distance traveled, given the amount of time. The distance of the fall is proportional to the square of the time elapsed. In general, distance can be found by the relationship between acceleration and time squared. If we let a be acceleration, which can be gravity if you want, and t be time, then we have: The distance traveled = 1/2 * a * t2 The distance traveled = 1/2 * g* t2
Final velocity = Initial velocity +(acceleration * time)
Velocity Velocity= distance/time V=d/t
You would need to sample the velocity at at least two different points of time in order to determine how to velocity is changing. This is because velocity is the first order integral of acceleration, making acceleration the first order differential of velocity. Distance does not really enter into the equation as that is a second order factor, except that you can use distance traveled from one time to the next to estimate velocity
If you divide he distance by the time, and take into account the direction traveled, you will get the AVERAGE velocity during the time considered.