Module 2.2 - Nature of Quantities Flashcards

1
Q

What is meant by the term ‘scalar quantity’?

A

Has magnitude but no direction

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2
Q

What is meant by the term ‘scalar quantity’?

A

Has magnitude and a direction

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3
Q

What is meant by the term ‘displacement’?

A

The distance moved by an object in a particular direction. It is a vector quantity

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4
Q

What is meant by the term ‘vector triangle’?

A

A type of scale diagram with 2 vectors, drawn tip-to-tail, to show how they can be added together

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5
Q

What is meant by the term ‘resultant vector’?

A

or sum of the 2 vectors forms the 3rd side of the triangle

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6
Q

What is meant by the term ‘components of a vector’?

A

The parts of a vector in 2 perpendicular directions. The process is called resolving the vector

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7
Q

What is meant by the term ‘mass’?

A

matter content of a body

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8
Q

What is meant by the term ‘density’?

A

mass per unit volume

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9
Q

What is meant by the term ‘volume’?

A

3 dimensional space occupied by a body

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10
Q

What is meant by the term ‘distance’?

A

length from one point to another

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11
Q

What is meant by the term ‘speed’?

A

distance travelled per unit time

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12
Q

What is meant by the term ‘energy’?

A

work done

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13
Q

What is meant by the term ‘power’?

A

energy converted/work done per unit time

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14
Q

Give some examples of scalar quantities.

A
  • mass
  • density
  • volume
  • distance
  • speed
  • energy
  • power
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15
Q

What is meant by the term ‘weight’?

A

force, acting downwards through a body, due to gravity

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16
Q

What is meant by the term ‘pressure’?

A

force per unit area

17
Q

What is meant by the term ‘impulse’?

A

force x time

18
Q

What is meant by the term ‘displacement’?

A

distance from a specific point in a particular direction

19
Q

What is meant by the term ‘velocity’?

A

displacement per unit time

20
Q

What is meant by the term ‘acceleration’?

A

change in velocity per unit time

21
Q

What is meant by the term ‘momentum’?

A

mass x velocity

22
Q

How do you add vectors that aren’t a right angles?

A
  • use vector triangle but cant use Pythagoras
  • do a scale drawing of the vector triangle & use a ruler to measure the size of the resultant & a protractor to find its direction
  • ALWAYS state angles with reference to a specified direction