Chapter 9 Flashcards

1
Q

what does the gradient on a distance-time graph represent?

A

speed

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2
Q

equation for speed

A

distance // time

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3
Q

unit of speed

A

m/s

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4
Q

what does a flat line on a d-t graph show?

A

the object stops moving

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5
Q

what does a straight line on a d-t graph show?

A

its travelling at a steady speed

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6
Q

what does a curved line on a d-t graph show?

A

acceleration or deceleration

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7
Q

what is velocity?

A

speed in a given direction

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8
Q

what is displacement?

A

the distance travelled in a given direction

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9
Q

what is the acceleration of an object?

A

its change in velocity per second

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10
Q

equation for acceleration

A

change in velocity / time taken for the change

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11
Q

unit for acceleration

A

m/s^2

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12
Q

what is deceleration?

A

when an object slows down

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13
Q

what does the gradient on a velocity-time graph represent?

A

acceleration

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14
Q

what do flat sections on an v-t graph show?

A

the object was travelling at a steady speed

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15
Q

what does a steeper gradient show?

A

a greater acceleration or speed

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16
Q

what does a curve on a v-t graph show?

A

changing acceleration

17
Q

how to find the acceleration at a curved point on a graph?

A

use the tangent

18
Q

in a v-t graph, what does the area under the graph show you?

A

the distance travelled across that period of time

19
Q

what does braking do?

A

reduces the velocity of a vehicle

20
Q

how to show braking on a graph?

A

deceleration ()

21
Q

how can you measure velocity change?

A

attach a motion sensor to a computer

22
Q

how to find the gradient of a graph?

A

turn a section of the line into a triangle and do the difference in y divided by the difference in x

23
Q

how to calculate the distance travelled if the graph is complex?

A

break it down into smaller, more manageable shapes

24
Q

how to find the acceleration/speed of a curved graph at any point in time?

A

draw tangent at where the time meets the curve
turn this into a triangle
calculate gradient

25
Q

what is a tangent?

A

a straight line that touches the curve at a specific point without cutting through it