The body begins to move from a state of rest, and in 1 minute, the speed is 30 m / s.

Since the body begins to move from a state of rest, that is, with a zero initial speed Vо = 0 m / s, and for a time t = 1 min = 60 s, it develops a speed V = 30 m / s, then in order to find acceleration, we will use the formula that determines it: a = Δv: t, where the change in velocity is Δv = V – Vо m / s; Δv = 30 m / s – 0 m / s = 30 m / s; then a = 30 m / s: 60 s = 0.5 m / (s • s).
The distance traveled S with uniformly accelerated motion can be found by the formula: S = vo • t + (a • t ^ 2): 2, but since Vo = 0 m / s, you can use the shortened path formula: S = (a • t • t): 2; S = (0.5 m / (s • s) • 60 s • 60 s): 2 = 900 m. Answer: acceleration a = 0.5 m / (s • s); path S = 900 m.