Part2 oi4- Step 2 One useful application of uniform motion comes about In the position versus time graph of an object In uniform motion. Recall that uniform_ motion means the object moves a set distance for a unit of time. This means, as we saw, that average velocity is equal to instantaneous velocity In this case. As a result, the slope of a position versus time graph of uniform motion Is the velocity. Let's try this out In practice. Assume a particle moves in uniform motion with the equation p = %t + 6, where p is the position and t is the time In seconds. Assume that all numbers In the equation have units appropriate to give p in units of meters. What is the instantaneous velocity of the particle? (Enter your answer In meters/second.) :mmmm Let's try another example. Msume a particle'has a position of 13 meters at a time 2.0 seconds and a position of 4 meters at a time of 6.4 seconds. What is the particle's Instantaneous velocity In meters/second? :metemsecm/ To summarize what we've learned so far, uniform motion means that an object travels with a constant speed. This means that the object's Instantaneous velocity will be equal to Its average velocity. It also allows us to find the object's Instantaneous velocity as the slope of in position versus time graph