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February 16, 2011
Speed and velocity
Copy and complete the following table:
Quantity Symbol Unit Symbol Equation
Speed
Distance
Time
Quantity Symbol Unit Symbol Equation
Speed v
metre per
second
m/s v=d/t
Distance d metre m d=vt
Time t second s t=d/v
speed 
distance
time
Definition
• Speed is the rate of change of distance
speed 
distance
time
t
v 
d
mg 
Gm1m2
Why I don’t like formula triangles
r2
Now stick that in a triangle…
Can you calculate speed?
• Usain Bolt can run 100 m in 9.58 second.
How fast does he run?
Worked example
9.58s
v 10.44 m/s OR ms-1
t
v 
100m
d 100m
t  9.58s
v  ?
v 
d
Two types of speed
• How fast was Usain Bolt running at the
start?
• How fast was he running in the middle?
• How fast was he running at the finish?
Average speed
averagespeed 
total distance travelled
total time taken
Instantaneous speed
• This is the speed at
any given moment (or
instant!)
• A speedometer in a
car gives the
instantaneous speed
but you would have to
calculate the average
speed (most GPS
systems can do this
for you)
Displacement
• The difference between the starting point and
finishing point. It is distance with direction
How far does a football travel
during a match?
• Distance: many kilometers
• Displacement: 0
Velocity
• The rate of change of displacement
• OR
• How fast you are going in a particular
direction
Velocity
t
v 
s
February 16, 2011
Graphing movement
Learning objective
• Draw and interpret distance-time graphs
• Draw and interpret velocity-time graphs
Define these terms…
• Distance
• Displacement
• Speed
• Velocity
The Moving Man
To do
• Using graph paper draw a distance-time
graph of your journey to school
• Now try a velocity-time graph of the same
journey
speedandvelocity-110216035528-phpapp02.pptx
speedandvelocity-110216035528-phpapp02.pptx

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speedandvelocity-110216035528-phpapp02.pptx