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Starter -Match the
velocities
30 km day-1
30 km hour-1
30 km min-1
30 km s-1
300 km ms-1
Make a little
table
Velocity vectors
Mapping space and time lesson 4
LI…
 Know that velocity is a vector
 Use velocity = displacement/time (v =s/t)
 Resolve velocity vectors
Scalar or vector
 Speed is scalar
speed = distance
time
v = s / t
Measured in metres
per second ms-1
 Velocity is a vector
velocity = displacement
time
v = s / t
Measured in metres
per second ms-1
Velocity and speed of
earth around the sun
 Speed is large and constant
 Velocity changes all the
time
 Average velocity over one
year is zero
sun
dec
jun
mar
jul
sep
y
x
Adding vectors – tail wind
 A plane can fly at 120 ms-1 in calm conditions, if it
has a tail wind of 20 ms-1, how fast will it fly?
 The resultant velocity is the sum of the two. You
add them.
 To add vectors you put them tip to tail.
120 ms-1
140 ms-1
20 ms-1
Adding vectors – Head
wind
 A plane can fly at 120 ms-1 in calm conditions, if it has a
head wind of 20 ms-1, how fast will it fly?
 The resultant velocity is the sum of the two. You add
them.
 To add vectors you put them tip to tail.
120 ms-1
100 ms-1
20 ms-1
Adding vectors – Cross wind
 A plane can fly at 120 ms-1 in calm conditions, if it has a
cross wind of 20 ms-1, how fast will it fly?
 The resultant velocity is the sum of the two. You add
them.
 To add vectors you put them tip to tail.
120 ms-1
122 ms-1
20 ms-1
20
120
River crossing
 A motor boat can travel at 5 ms-1 in calm
conditions.
 The boat makes a crossing from the
south to north shore. The skipper
maintains a northward heading.
 The river runs west to east at 2 ms-1.
 What is the velocity of the boat as it
crosses? If the river is 50m where does
he land?
North shore
South Shore
2 ms-1
River crossing 2
 A motor boat can travel at 5 ms-1 in calm
conditions.
 The river runs west to east at 2 ms-1.
 The boat makes a crossing from the
south to north shore. The skipper
navigates along the route shown.
 What is the velocity of the boat as it
crosses? What direction does he need
to steer?
 How long does he take?
North shore
South Shore
2 ms-1

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Physics on the Road - Lesson 4

  • 1. Starter -Match the velocities 30 km day-1 30 km hour-1 30 km min-1 30 km s-1 300 km ms-1 Make a little table
  • 2. Velocity vectors Mapping space and time lesson 4
  • 3. LI…  Know that velocity is a vector  Use velocity = displacement/time (v =s/t)  Resolve velocity vectors
  • 4. Scalar or vector  Speed is scalar speed = distance time v = s / t Measured in metres per second ms-1  Velocity is a vector velocity = displacement time v = s / t Measured in metres per second ms-1
  • 5. Velocity and speed of earth around the sun  Speed is large and constant  Velocity changes all the time  Average velocity over one year is zero sun dec jun mar jul sep y x
  • 6. Adding vectors – tail wind  A plane can fly at 120 ms-1 in calm conditions, if it has a tail wind of 20 ms-1, how fast will it fly?  The resultant velocity is the sum of the two. You add them.  To add vectors you put them tip to tail. 120 ms-1 140 ms-1 20 ms-1
  • 7. Adding vectors – Head wind  A plane can fly at 120 ms-1 in calm conditions, if it has a head wind of 20 ms-1, how fast will it fly?  The resultant velocity is the sum of the two. You add them.  To add vectors you put them tip to tail. 120 ms-1 100 ms-1 20 ms-1
  • 8. Adding vectors – Cross wind  A plane can fly at 120 ms-1 in calm conditions, if it has a cross wind of 20 ms-1, how fast will it fly?  The resultant velocity is the sum of the two. You add them.  To add vectors you put them tip to tail. 120 ms-1 122 ms-1 20 ms-1 20 120
  • 9. River crossing  A motor boat can travel at 5 ms-1 in calm conditions.  The boat makes a crossing from the south to north shore. The skipper maintains a northward heading.  The river runs west to east at 2 ms-1.  What is the velocity of the boat as it crosses? If the river is 50m where does he land? North shore South Shore 2 ms-1
  • 10. River crossing 2  A motor boat can travel at 5 ms-1 in calm conditions.  The river runs west to east at 2 ms-1.  The boat makes a crossing from the south to north shore. The skipper navigates along the route shown.  What is the velocity of the boat as it crosses? What direction does he need to steer?  How long does he take? North shore South Shore 2 ms-1