Answer:
367.616 m
Step-by-step explanation:
The distance it travels for the 1st segment is

The constant velocity that it achieves in the 2nd segment is

The distance it travels in the 2nd segment is

The distance it travels in the last segment when coming from 21.12 m/s to rest (0 m/s) at the rate of -3.4 m/s2 is

The total distance is has traveled from rest is
92.928 + 209.088 + 65.6 = 367.616 m