First, it depends on your inertial reference frame. If I'm riding in a car holding a book in front of me, in my reference frame the book is stationary, but in the reference frame of a pedestrian the book is moving at the same velocity as the car.
That having been said, an object has moved if its position has changed with respect to time. If we look at an object at two different times, t(1) and t(2), and the object was in two different places, p(1) and p(2), then the object moved at an average speed of [p(2) - p(1)] ÷ [t(2) - t(1)].
Change of position relative to another object
you now this because speed is how fast an object is ''moving'' and motion is when an object is ''moving''
whe the object slows down
whe a air molecule bounces of and object it puts force in to the object that it bounce of
The object will be in both rotational and translational equilibrium and will not be moving.
The object would be moving.
The object does not appear to be staying in one place. Or, it is moving if it's distance from another object is changing.
Change of position relative to another object
If you know the speed and direction of the object's motion, then you know its velocity.
you now this because speed is how fast an object is ''moving'' and motion is when an object is ''moving''
velocity
whe the object slows down
Then we will know the object's velocity.
whe a air molecule bounces of and object it puts force in to the object that it bounce of
we can say an object is moving if it changes it constant environmnent or background
The object will be in both rotational and translational equilibrium and will not be moving.
whe something is rolling down the heil