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Explanation:
go on increasing with time.
Given x=ae−αt+beβt
Velocity = displacement / time = v=dxdt=−aαe−αt+bβeβt
As you can see, velocity is dependent of α and β, and does not drop to zero when α=β
Now as t increases, −aαe−α decreases and bβeβ increases → velocity goes on increasing with time.
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