Recall that an object’s average velocity includes a value (also called magnitude) and a direction. This means that speed and velocity can never be the same because speed doesn’t include direction. However, it is possible for the speed to be equal to the magnitude of the average velocity. Under what circumstance will an object’s average speed have the same value as the magnitude of its average velocity?(1 point) Responses when the object returns to its starting position when the object returns to its starting position when the object travels in a circular path when the object travels in a circular path an object’s average speed is always equal to the magnitude of its average velocity an object’s average speed is always equal to the magnitude of its average velocity when the object travels in a straight-line path
When the object travels in a straight-line path, its average speed will have the same value as the magnitude of its average velocity. This is because in a straight-line path, the object's velocity and speed will have the same direction, making their magnitudes equal.
