The distance traveled by an object moving with a constant velocity of 22 meters per second for 14 seconds is 308 meters.
To calculate the distance traveled, the formula distance = velocity × time is applied. For this scenario, where the velocity is 22 meters per second and the time is 14 seconds, multiplying these values yields the total distance covered. Thus, distance = 22 m/s × 14 s = 308 meters.
This calculation is based on the assumption of constant velocity and straight-line motion. Constant velocity implies that the speed doesn't change during the motion, and straight-line motion means that the object follows a linear path without deviations. Under these conditions, the distance traveled is the straightforward product of velocity and time.
It's essential to note that in physics, distance and displacement are distinct concepts. Distance is the scalar quantity representing the total path length covered, while displacement is the vector quantity representing the change in position from the initial to the final point. In cases of constant velocity and straight-line motion, as in this example, the distance and displacement are the same.