# Conversion milimeters per second to feet per minute, mm/s to ft/min.

The conversion factor is 0.196850394; so 1 milimeter per second = 0.196850394 feet per minute. In other words, the value in mm/s divide by 5.0799999922784 to get a value in ft/min. The calculator gives the answer to the questions: 120 mm/s is how many ft/min? or change mm/s to ft/min. Convert mm/s to ft/min.

## Conversion result:

### 1 mm/s = 0.19685 ft/min

1 milimeter per second is 0.19685 feet per minute.

mm/s

### Conversion of a velocity unit in word math problems and questions

• Avg speed of flight
The student's vice adventure had a 2,367 km flight. If their travel time was 2 hours and 56 minutes, what was their average speed in kilometers per hour?
• Tourist
Tourist walk at 4.1 km/h. Every 5 km have 20-minute break. How many kilometers passed, when started at 4:40 and finished at 10:30?
• Speed of sound
The average speed of sound is 330 meters per second. Estimate how long it will take to hear the church bell 1 km away. Calculate the distance from what would hear sound after 10 seconds.
• Last wagon
A 200 m long train passes through the 700 m long tunnel so that a time of 1 minute elapses from the entry of the locomotive into the tunnel to the exit of the last wagon from the tunnel. Find the speed of the train.
• A filter
It is a pool with a volume of 3500 liters. The filter filters at 4m cubic per hour. How many minutes would it filter the entire pool?
• Cyclists and walkers
A group of tourists started at 8:00 at a speed 4 km/h walk. At half-past ten, another group started on a bike and caught up with a group of tourists at 10:50. What was the average speed of cyclists?
• Decelleration
In a braking test, a vehicle that travels at 51 km/h stops in 5 s. What is the acceleration?
• Average speed
When the bus stops at a bus stop driving average speed is 45 km/h. If it did not stop, it would drive at a speed of 54 km/h. How many minutes of every hour does it spend at stops?
• Friction coefficient
What is the weight of a car when it moves on a horizontal road at a speed of v = 50 km/h at engine power P = 7 kW? The friction coefficient is 0.07