**60 Mph To M/s** – Before we start learning the formula for converting miles per hour to m/s, let’s remember what miles per hour and m/s are. These two units of speed. Speed is the distance traveled per unit of time. Here are all the types of mph and m/s. Mph means “miles per hour” and m/s means “meters per second”. The formula temps to m/s is used to quickly convert from one unit to another. Converting using the mph to m/s formula gives an exact value to 3 decimal places. Let’s see what ismph is for m/s along with some solved examples.

First, let’s remember what a mile is in meters and what an hour is in seconds. Speed is the distance traveled per unit of time. The full form of mph and m/s is that mph means “miles per hour” and m/s means “meters per second.” Then we can easily convert m/h to m/s. We know that:

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## 60 Mph To M/s

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Example 1: A train is traveling at 200 miles per hour. What is its speed in m/s? Calculate it using the formula for converting miles per hour to m/s.

Example 2: A car is traveling at 145 mph. How far did the car travel in 65 seconds? Calculate it using the miles/hour to m/s formula and round the answer to the nearest meter. Calculator built in (TI 85/86) Google conversion factors Ways to convert units: Cancel units: 30, mph to ft/s: 30, mi (5280 ft) ( 1 h ) h (1 mi) (3600 s) = 44 f/s (note that units are offset) Calculator (TI 85/86) 2. CIRCLE, MORE, MORE, SPEED, 30 mph. > ft/s Conversion factor: 30.mph to ft/s: (1 mph = 1.47 ft/s) 30.00 mph x (1.47) = 44.1 = 44 ft/ s (slightly wrong – what’s the “real” conversion factor? ) Google : Google 30 mph to ft/s

5280 ft = 1 mile 3600 s = 1 hour 32 mi (5280 ft) ( 1 hour ) = hour ( 1 mile) (3600 s) 47 f/s (2 sig figs) Abbreviations: (mph = mi/h ) 1 m /s = 3.6 km/h mi/h ft/s 1 mi/h f/s (…) km/h m/s 1 f/s = m/s mi/ h (…) km/h 1 km/h m/s mph ft/s 47 fps

5280 feet = 1 mile. 3600 s = 1 hr 88 ft (1 mi) (3600 s) = 60 mph s (5280 ft) (1 hr) 60.0 mph Abbreviations: (mi/hr = mi/hr) 1 m/s = 3.6 km/h m/h mph ft/s 60.0 mph

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27.2 m ( 1 km ) (3600 s) = km/h s (1000 m ) (1 h) 97.9 km/h Abbreviations: (mi/h = mi/h) 1 m/s = 3.6 km/h mph ft/s 1 mph f/s (…) km/h m/s 1 f/s = m/s mph (…) km/h 1 km/h m/s mph ft/s 97.9 km/h

110 km (1000 m) ( 1 h ) = m/s h ( 1 km ) (3600 s) 30.6 m/s Abbreviations: (mi/h = mi/h) 1 m/s = 3.6 km/ h mph ft/s 1 mi/h f/s (…) km/h m/s 1 f/s = m/s mi/h (…) km/h 1 km/ g m/s mph ft/s 30.6 Ms

1000 m = 1 km 3600 s = 1 hour (60×60) (km/h)/(3.6) = m/s 80. km/h(1000 m/km)(3600 s/h) = m/s v = s/t 22.22 m/s = x/(2.7 s) s = (22.22 m/s)(2.7 s) = 60 m= 60. m Abbreviations: (mile/hour = miles /hour) 1 m/s = 3.6 km/h miles/hour ft/s 1 mi/h f/s (…) km/h m/s 1 f/s = m/s mile/h (…) km/h 1 km/h m/s mph ft/ with 60. m

The car travels 132 feet in 3.1 seconds. What is his speed in miles per hour? v = s/t v = (132 f)/(3.1 s) = f/s f/s (3600 s/h)/(5280 f/mi) = 29 mi/h Abbreviations: (mi/h = mi/ d) 1 m/s = 3.6 km/h m/s mph ft/s 170 f

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75 mph (5280 ft/1 mi)(1 hr/3600 s) = 110 fps v = s/ton 110 fps = (90. f)/t t = (90. f)/(110 f / s) = s = 0.82 s Abbreviations: (mi/h = mi/h) 1 m/s = 3.6 km/h mi/h ft/s 1 mi/h f/s (… ) km/h m/s 1 f/s = m/s mph (…) km/h 1 km/h m/s mph ft/s 0.82 s

1 hour = 60 minutes = 3600 seconds 1 km = 1000 m mile 1 mile = 5280 feet = 1760 yards 1609 m 1 m feet 1 yard = 3 feet Abbreviations: 1 m/s = 3.6 km/h ( m/ h mph = mph) 1 mph 1.47 f/s (…) 1 f/s 0.682 mph (…) Answer the question: How many feet per second is 30 mph? (use any method you like – including help from others – but there is an answer)

1 hour = 60 minutes = 3600 seconds 1 km = 1000 m mile 1 mile = 5280 feet = 1760 yards 1609 m 1 m feet 1 yard = 3 feet Abbreviations: 1 m/s = 3.6 km/h ( m/ h mph = mph) 1 mph 1.47 f/s (…) 1 f/s 0.682 mph (…) Answer the question: How many feet per second is 30 mph? (use any method you want – including help from others – but you have the answer) (30 mi/hr)( ) = 44 ft/s (30 mi)(5280 ft)(1 hour) = 44 ft/s (hour) (1 mile) (3600 s)

In order for this website to function, we record user data and pass it on to processors. To use this website, you must agree to our privacy policy, including our cookie policy. Acceleration is the rate at which speeds can change: Increase speed Decrease speed Change direction

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If an object is moving in a straight line, acceleration (A) = change in velocity divided by change in time or A= v t Units of acceleration: m/s2 or mph/h/s

4 Question A skydiver accelerates from 20 m/s to 40 m/s in 2 seconds. What is the average acceleration of the skydiver?

90 mph in 3 seconds. What is car acceleration? Velocity (final) – Velocity (original) Acceleration = time 90 mph – 60 mph = 3 seconds 30 mph = 3 seconds = 10 mph/second

Avoid hitting the deer. The vehicle comes to a safe stop 6 seconds after applying the brakes. What is car acceleration? Velocity (Final) – Velocity (Original) Acceleration = Time 0 mph – 60 mph = 6 seconds – 60 mph = 6 seconds = – 10 mph per second

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7 For advanced users only. Solving for distance with acceleration and time using the equation: D=(1/2A)(T2) A car advertisement claims that a certain car can accelerate from a standstill to 80 m/s in 8 seconds. Find the average acceleration of the car. How far did the car travel during this time?

8 For advanced users only. When solving for the terminal velocity, use the following equation: Vf= AT+Vi Use the information from the previous example. If I accelerated at this speed for another 60 seconds, how fast would I be going?

Lift = 4 m/s. Run = 2 s. Speed vs. time graph: acceleration = lift/run = 4 m/s ÷ 2 s = 2 m/s2

On distance-time graphs, a curved line means that the object is accelerating. A curved line also means that your speed is increasing. Remember, slope = speed.

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Above is a graph showing the speed of the car over time. 1) How does the speed of the car change (speed up, slow down or stay the same)? 2) What is the acceleration of this car? The car is decelerating Acceleration = climb/run = -6 m/s ÷3 s = -2 m/s2

Q: The black and red lines represent objects that are accelerating. Black travels a greater distance every second, so he must hurry. Red is getting smaller every second, so it must be slowing down. Remember: On distance-time graphs, curved line = acceleration, flat line = constant velocity. Which line represents an object that is accelerating?

15 Question: Difficult Above is a graph showing the speed of a car over time. 1) What will the graph of distance and time look like?

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