Feet per minute (ft/min) to Miles per hour (mph) conversion

Feet per minute to Miles per hour conversion table

Feet per minute (ft/min)Miles per hour (mph)
00
10.0113636
20.0227272
30.0340908
40.0454544
50.056818
60.0681816
70.0795452
80.0909088
90.1022724
100.113636
200.227272
300.340908
400.454544
500.56818
600.681816
700.795452
800.909088
901.022724
1001.13636
100011.3636

How to convert feet per minute to miles per hour?

Converting between feet per minute (ft/min) and miles per hour (mph) is a common task, especially when dealing with speed and velocity. Here's a guide to understanding and performing the conversion.

Understanding the Conversion Factors

To convert between feet per minute and miles per hour, you need to know the relationship between the units of length (feet and miles) and the units of time (minutes and hours). Here are the key conversion factors:

  • 1 mile = 5280 feet
  • 1 hour = 60 minutes

Converting Feet per Minute to Miles per Hour

To convert from feet per minute to miles per hour, you need to convert feet to miles and minutes to hours.

Steps:

  1. Convert feet to miles: Divide the value in feet by 5280.
  2. Convert minutes to hours: Multiply by 60 since there are 60 minutes in an hour.

Formula:

Miles per hour=Feet per minute5280×60\text{Miles per hour} = \frac{\text{Feet per minute}}{5280} \times 60

Simplified Formula:

Miles per hour=Feet per minute×605280\text{Miles per hour} = \text{Feet per minute} \times \frac{60}{5280}

Miles per hour=Feet per minute×0.0113636\text{Miles per hour} = \text{Feet per minute} \times 0.0113636

Example:

Convert 1 ft/min to mph:

1ft/min×0.0113636=0.0113636mph1 \, \text{ft/min} \times 0.0113636 = 0.0113636 \, \text{mph}

So, 1 foot per minute is approximately 0.0113636 miles per hour.

Converting Miles per Hour to Feet per Minute

To convert from miles per hour to feet per minute, you need to convert miles to feet and hours to minutes.

Steps:

  1. Convert miles to feet: Multiply the value in miles by 5280.
  2. Convert hours to minutes: Divide by 60 since there are 60 minutes in an hour.

Formula:

Feet per minute=Miles per hour×528060\text{Feet per minute} = \frac{\text{Miles per hour} \times 5280}{60}

Simplified Formula:

Feet per minute=Miles per hour×88\text{Feet per minute} = \text{Miles per hour} \times 88

Example:

Convert 1 mph to ft/min:

1mph×88=88ft/min1 \, \text{mph} \times 88 = 88 \, \text{ft/min}

Thus, 1 mile per hour is equal to 88 feet per minute.

Real-World Examples and Uses

Here are some real-world examples where converting between feet per minute and miles per hour is useful:

  • Traffic Engineering: Analyzing traffic flow and determining safe speeds.
  • Sports: Calculating the speed of athletes, such as runners or cyclists.
  • Weather: Measuring wind speeds and converting them for different applications.
  • Manufacturing: Determining the speed of conveyor belts or assembly lines.
  • Aerospace: Assessing the speed of aircraft during taxiing or landing.

Interesting Facts

  • Speed of Sound: The speed of sound in dry air at 20°C (68°F) is approximately 1125 feet per second, which is about 767 miles per hour.
  • Usain Bolt's Speed: During his world record 100-meter sprint, Usain Bolt reached a top speed of approximately 27 mph, which is about 2376 feet per minute.

Base 10 vs. Base 2

The conversion between feet per minute and miles per hour is the same regardless of whether you use base 10 (decimal) or base 2 (binary) because these units of measurement are based on physical standards and not on numerical systems. Base 10 and base 2 are relevant when dealing with digital data (bits, bytes, etc.) but not for length and time units like feet, miles, minutes, and hours.

See below section for step by step unit conversion with formulas and explanations. Please refer to the table below for a list of all the Miles per hour to other unit conversions.

What is Feet per minute?

Feet per minute (ft/min) is a unit of speed, expressing the distance in feet traveled in one minute. It's commonly used to measure relatively slow speeds, like the speed of a conveyor belt or the movement of air in ventilation systems.

Understanding Feet per Minute

Feet per minute represents a linear speed. It answers the question: "How many feet does something travel in one minute?"

Speed (ft/min)=Distance (feet)Time (minutes)\text{Speed (ft/min)} = \frac{\text{Distance (feet)}}{\text{Time (minutes)}}

Formation of Feet per Minute

Feet per minute is derived from the base units of length (feet) and time (minutes). The "foot" is a unit of length in the imperial and US customary systems of measurement. The "minute" is a unit of time, commonly defined as 60 seconds. Combining these, we get a unit for speed.

Real-World Examples

  • Conveyor Belts: Conveyor belt speeds are often measured in feet per minute to ensure efficient material handling in factories and warehouses. For example, a conveyor belt might operate at 30 ft/min.

  • Elevators: The speed of older or service elevators can be specified in feet per minute. Common speeds range from 100-500 ft/min for passenger elevators, but service elevators are typically slower.

  • Air Velocity in HVAC Systems: Airflow within ventilation systems is often measured in feet per minute to ensure proper air circulation and comfort. Recommended air velocity in supply ducts can be between 500-900 ft/min, while return ducts can be 300-700 ft/min.

  • Water Flow: While not a direct speed measurement, the velocity of water flow in pipes can be expressed using feet per minute, calculated from the volumetric flow rate and pipe diameter.

  • Paper and Textile Manufacturing: The rate at which materials move through production lines can be monitored using this unit of measure.

Notable Associations and Facts

While there isn't a specific law or famous figure directly associated with "feet per minute," its use is governed by principles of physics related to motion and mechanics. Understanding speed and velocity is fundamental to classical mechanics, a field significantly shaped by figures like Isaac Newton.

What is miles per hour?

Here's a breakdown of miles per hour, designed for clarity and SEO:

What is Miles per hour?

Miles per hour (mph) is a unit of speed expressing the number of miles traveled in one hour. It is commonly used in the United States and the United Kingdom for measuring the speed of vehicles and other forms of transportation. Understanding mph provides a clear sense of how quickly something is moving.

Definition of Miles per Hour

Miles per hour (mph) is a scalar quantity, meaning it only has magnitude and no direction. It represents the distance covered in miles over a duration of one hour. 1 mph is equivalent to 1.60934 kilometers per hour (km/h).

How Miles per Hour is Formed

The unit "miles per hour" is derived from two fundamental units:

  • Mile: A unit of distance equal to 5,280 feet or approximately 1.609 kilometers.
  • Hour: A unit of time equal to 60 minutes or 3,600 seconds.

Therefore, mph is calculated by dividing the distance traveled in miles by the time taken in hours.

Formula for Calculating Speed in Miles per Hour

The formula for calculating speed in miles per hour is:

Speed (mph)=Distance (miles)Time (hours)\text{Speed (mph)} = \frac{\text{Distance (miles)}}{\text{Time (hours)}}

Example: If a car travels 150 miles in 2.5 hours, its speed is:

Speed=150 miles2.5 hours=60 mph\text{Speed} = \frac{150 \text{ miles}}{2.5 \text{ hours}} = 60 \text{ mph}

Common Examples of Speeds in Miles per Hour

  • Walking Speed: Average walking speed is around 3 mph.
  • Bicycle Speed: A casual cyclist might travel at 10-15 mph.
  • City Driving: Average speed in city traffic can be 20-30 mph.
  • Highway Driving: Speed limits on highways are typically 65-75 mph.
  • High-Speed Train: High-speed trains can reach speeds of 150-200 mph.
  • Commercial Airplane: Cruising speeds of commercial airplanes are around 550-600 mph.
  • Fastest recorded speed for a production car: SSC Tuatara - 316 mph

Interesting Facts and Historical Context

While there's no specific "law" tied directly to miles per hour, the concept of speed and its measurement has been crucial in transportation and physics.

  • Early Speed Measurement: Before standardized units like mph, speed was often described relatively (e.g., "the speed of a horse").
  • Automobile Impact: The widespread adoption of automobiles in the early 20th century led to a need for precise speed measurement, solidifying the use of mph in countries like the US and UK.
  • Speed Limits: Speed limits are legally enforced restrictions on the maximum speed at which vehicles may travel on particular roads. They are typically set by the legislative bodies of national or local governments

Miles per Hour Conversion Examples

  • Marathon Running: Elite marathon runners average around 12-13 mph.
  • Baseball Pitch: A fastball pitch can reach speeds of 90-100 mph.
  • Hurricane Winds: Category 1 hurricanes have wind speeds of 74-95 mph.

External Resources

For a more in-depth understanding of speed and its related concepts, refer to these resources:

Complete Feet per minute conversion table

Enter # of Feet per minute
Convert 1 ft/min to other unitsResult
Feet per minute to Metres per second (ft/min to m/s)0.005079983744
Feet per minute to Kilometres per hour (ft/min to km/h)0.0182879414784
Feet per minute to Millimeters per hour (ft/min to mm/h)18287.9414784
Feet per minute to Miles per hour (ft/min to mph)0.0113636
Feet per minute to Knots (ft/min to knot)0.009874702266899
Feet per minute to Feet per second (ft/min to ft/s)0.01666661777776
Feet per minute to Inches per hour (ft/min to in/h)720.12674271229