Integral said:Edit: this is way to simple a problem to do it all for him. Let the poster think for himself.
Integral
Uniform velocity is when an object travels in a straight line with a constant speed, meaning it covers equal distances in equal amounts of time.
Uniform velocity is a type of average velocity, but it specifically refers to the constant speed of an object traveling in a straight line. Average velocity takes into account any changes in speed or direction over a period of time.
No, an object cannot have uniform velocity if it changes direction. Uniform velocity requires the object to travel in a straight line with a constant speed, so any change in direction would disrupt this pattern.
Uniform velocity is represented by the formula v = d/t, where v is the velocity, d is the distance traveled, and t is the time taken to travel that distance. This formula is used to calculate the constant speed of an object traveling in a straight line.
Some real-life examples of uniform velocity include a car driving on a straight highway at a constant speed, a plane flying in a straight line at a constant speed, and a person walking in a straight line at a constant pace.