Moving uniformly accelerated from rest, the body travels a certain distance. Find the ratio of the average speed of the body

Moving uniformly accelerated from rest, the body travels a certain distance. Find the ratio of the average speed of the body in the second half of the journey to the average speed in the first half of the journey.

given S1 = S2 = S2
V2 / V1-?
decision
S = a * t ^ 2/2 t = √2 * S / a-all the time
t1 = √2 * 0.5 * S / a * – time in the first half
V1 = S1 / t1 V2 = S2 / t2 V1 / V2 = t2 / t1 = (t-t1) / t1 = t / t1-1 = √2 * s / a: √2 * 0.05 / a -1 = √2-1 = 0.41 V2 / V1 = 1 / 0.41 = 2.44
response on the second half of the journey, the average speed is 2.44 times more