B) No, Interval B has constant velocity, and the velocity remains at 20 units throughout the interval.
Two intervals, A and B, with corresponding points on a graph where the x-axis represents time, and the y-axis represents velocity. Let's analyze the information for each interval.
Interval A:
Points: (0,0), (1,4), (2,8), (3,12), (4,16), (5,20)
From these points, you can observe that the velocity is increasing linearly with time in Interval A. The relationship between time (t) and velocity (v) seems to be given by the equation
Interval B:
Points: (6,20), (7,20), (8,20), (9,20), (10,20)
In Interval B, the velocity remains constant at 20 units throughout the entire interval. This means that there is no change in velocity with respect to time in Interval B.
Interval A exhibits linearly increasing velocity with time, given by
Interval B has constant velocity, and the velocity remains at 20 units throughout the interval.
Therefor correct answer: B) No, Interval B has constant velocity, and the velocity remains at 20 units throughout the interval.