During a 5.00 s interval, a particle’s

coordinates change from x =10.0 m, y
=5.00 m to x =30.0 m, y = 5.00 m.
Assuming the particle’s velocity is
constant, what will its coordinates be
at the end of the next 5.00 s interval?

To determine the particle's coordinates at the end of the next 5.00 second interval, we need to consider that its velocity is constant.

Since the y-coordinate remains the same throughout the given 5.00 second interval, we can focus on the x-coordinate change. The x-coordinate changes from 10.0 m to 30.0 m in the first 5.00 second interval, indicating a change of 20.0 m.

Since the velocity is constant, we can assume that the particle will continue to move with the same velocity in the next 5.00 second interval. Therefore, we can expect the particle to travel the same distance of 20.0 m as it did in the previous interval.

Assuming the particle maintains the same x-velocity, we can add this distance to its current x-coordinate of 30.0 m. So, at the end of the next 5.00 second interval, the particle's x-coordinate will be:

x = 30.0 m + 20.0 m
x = 50.0 m

Therefore, the particle's coordinates at the end of the next 5.00 second interval will be x = 50.0 m, y = 5.00 m.