Answer:
= 0.25m/s
Explanation:
The formula of finding the speed, v is given by

The change in distance from the graph is
∆d = (8 - 6)
= 2 m
The change in time from the graph is
∆d = (20 - 12)
= 8s
Substituting to our formula, we have

Therefore, the speed v, of the journey between 12 and 20 second is 0.25m/s.