chapter 9 - motion Flashcards

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1
Q

distance VS displacement

A
  • distance is a scalar quantity and only has a magnitude (size)
  • displacement is a vector quantity and has both magnitude and direction
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2
Q

speed VS velocity

A
  • speed is a scalar quantity and only has a magnitude (size)

- velocity is a vector quantity and has both magnitude and direction

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3
Q

starting to move, stopping moving, speeding up, slowing down, and changing directions are examples of what?

A

acceleration / change in velocity

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4
Q

what is acceleration?

A

change in velocity of an object per second

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5
Q

what is the unit of acceleration?

A

m/s^2

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6
Q

how does an object accelerate even when travelling at a steady speed?

A

if it is changing direction

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7
Q

whats happening to an object when it has a negative acceleration?

A

it is slowing down

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8
Q

what information does the gradient of the line in a distance-time graph provide?

A

speed

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9
Q

what information does the gradient of the line in a velocity-time graph provide?

A

acceleration

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10
Q

how can the distance travelled by an object be found from its velocity-time graph?

A

calculate the area under the graph

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11
Q

equation linking speed, distance and time?

A
S = D/t
speed = distance / time
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12
Q

equation linking velocity, displacement and time?

A
V = S/t
velocity = displacement / time
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13
Q

characteristics of distance-time graphs?

A
  • gradient is speed
  • flat lines = stationary
  • distanced travelled
  • time taken
  • displacement graphs tell directions
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14
Q

characteristics of velocity-time graphs?

A
  • gradient is acceleration
  • area under graph is distance
  • velocity at given time
  • time taken
  • curved line is non constant acceleration
  • straight line is constant acceleration
  • draw tangent to find acceleration of the curved line
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15
Q

how do you work out change in velocity?

A

final - internal velocity

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16
Q
S
u
V
a
t
A
S - displacement (m)
u - internal velocity (m/s)
V - final velocity (m/s)
a - acceleration (m/s^2)
t - time (s)