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Difference between revisions of "Speed=Distance/Time"

(Meaning)
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===About Speed=Distance/Time===
 
===About Speed=Distance/Time===
: The standard scientific [[unit]]s for [[measuring]] '''speed''' are [[Metres per second|metres per second]] ([[m/s]]).
+
: The standard scientific [[unit]]s for [[measuring]] '''speed''' are [[Metres per Second|metres per second]] (m/s).
 
: The [[unit]]s of [[speed]] are given by the [[unit]]s of [[distance]] used and the [[unit]]s of [[time]] used in the calculation.
 
: The [[unit]]s of [[speed]] are given by the [[unit]]s of [[distance]] used and the [[unit]]s of [[time]] used in the calculation.
  
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|-
 
|-
 
| style="height:20px; width:300px; text-align:left;" |
 
| style="height:20px; width:300px; text-align:left;" |
distance = 300[[m]]
+
distance = 300m
  
time = 120[[s]]
+
time = 120s
  
 
<math>Speed = {\tfrac{distance}{time}} </math>
 
<math>Speed = {\tfrac{distance}{time}} </math>
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<math>Speed = 2.5m/s </math>
 
<math>Speed = 2.5m/s </math>
 
| style="height:20px; width:300px; text-align:left;" |
 
| style="height:20px; width:300px; text-align:left;" |
distance = 500[[m]]
+
distance = 500m
  
time = 10[[s]]
+
time = 10s
  
 
<math>Speed = {\tfrac{distance}{time}} </math>
 
<math>Speed = {\tfrac{distance}{time}} </math>
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|-
 
|-
 
| style="height:20px; width:300px; text-align:left;" |
 
| style="height:20px; width:300px; text-align:left;" |
distance = 2.4[[km]] = 2400[[m]]
+
distance = 2.4[[km]] = 2400m
  
time = 20[[min]] = 1200[[s]]
+
time = 20[[min]] = 1200s
  
 
<math>Speed = {\tfrac{distance}{time}} </math>
 
<math>Speed = {\tfrac{distance}{time}} </math>
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<math>Speed = 2m/s </math>
 
<math>Speed = 2m/s </math>
 
| style="height:20px; width:300px; text-align:left;" |
 
| style="height:20px; width:300px; text-align:left;" |
distance = 42,000[[km]] = 42,000,000[[m]]
+
distance = 42,000[[km]] = 42,000,000m
  
time = 20[[min]] = 5400[[s]]
+
time = 20[[min]] = 5400s
  
 
<math>Speed = {\tfrac{distance}{time}} </math>
 
<math>Speed = {\tfrac{distance}{time}} </math>

Revision as of 11:13, 6 April 2019

Key Stage 3

Meaning

This equation triangle shows how to rearrange the equation to find speed, distance or time. To find speed cover over the s to find it is d/t. To find distance cover over the d to find it is s x t. To find time cover over t to find it is d/s.

\[Speed = {\frac{distance}{time}} \] is an equation which can be used to calculate the speed of an object given the distance traveled and the time taken to travel that distance.

About Speed=Distance/Time

The standard scientific units for measuring speed are metres per second (m/s).
The units of speed are given by the units of distance used and the units of time used in the calculation.

\[Speed = {\frac{distance}{time}} \]

\[Speed = {\frac{metres}{seconds}} \]

\[Speed = {\frac{m}{s}} \]

\[Speed = m/s \]

Example Calculations

A person jogs 300 metres in 120 seconds. Calculate the speed of the jogger. A racing car travels 500 metres in 10 seconds. Calculate the speed of the racing car.

distance = 300m

time = 120s

\(Speed = {\tfrac{distance}{time}} \)

\(Speed = {\tfrac{300}{120}} \)

\(Speed = 2.5m/s \)

distance = 500m

time = 10s

\(Speed = {\tfrac{distance}{time}} \)

\(Speed = {\tfrac{500}{10}} \)

\(Speed = 50m/s \)

A horse takes 20 minutes to trot 2.4 kilometres. Calculate the speed of the horse in metres per second. The International Space Station takes 92 minutes to orbit the Earth once travelling 42,000 kilometres. Calculate the speed of the ISS.

distance = 2.4km = 2400m

time = 20min = 1200s

\(Speed = {\tfrac{distance}{time}} \)

\(Speed = {\tfrac{2400}{1200}} \)

\(Speed = 2m/s \)

distance = 42,000km = 42,000,000m

time = 20min = 5400s

\(Speed = {\tfrac{distance}{time}} \)

\(Speed = {\tfrac{42000000}{5400}} \)

\(Speed = 7608.7m/s \)

\(Speed \approx 7600m/s \)