Modern oil tankers weigh over a half-million tons and have lengths of up to a quarter of a mile. such massive ships require a distance of 5.0 km (about 3.0 mi) and a time of 22 min to come to a stop from a top speed of 26 km/h. what is the magnitude of such a ship's average acceleration in m/s2 in coming to a stop? what is the magnitude of the ship's average velocity in m/s? comment on the potential of a tanker running aground

Acceleration = (change in speed) / (time for the change)

Change in speed= (0 - 26 km/hr) = -26 km/hr

(-26 km/hr) x (1,000 m/km) x (1 hr / 3,600 sec) = -7.222 m/sec

Average acceleration = (-7.222 m/s) / (22 min x 60sec/min) = -0.00547 m/sec²

Average speed during the stopping maneuver =

               (1/2) (start speed + end speed) = 13 km/hr = 3.6111 m/sec

Chances of running aground:

       If he stays in the designated shipping lanes, he ought to be OK.

Iagree c would be the answer

Answer8.0m;