1. Physical Quantities, Units & Measurements Flashcards

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1
Q

Physical Quantity

Definition

A

A physical quantity is quantity that can be measured, consisting of a numerical magnitude and a unit.

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2
Q

7 Base Quantities

What they are + SI units + Symbols for units

A

Length - metre (m)
Mass - kilogram (kg)
Time - seconds (s)
Temperature - kelvin (K)
Electric current - ampere (A)
Amount of substance - mole (mol)
Luminosity - candela (cd)

Any other physical quantities are derived quantities that can be obtained through equations.

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3
Q

Prefixes for Multiples

Prefix + Symbol + Factor

A

kilo- (k): 1 thousand 103
mega- (M): 1 million 106
giga- (G): 1 billion 109
tera- (T): 1 trillion 1012

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4
Q

Prefixes for Sub-Multiples

Prefix + Symbol + Factor

A

deci- (d): 1 tenth 10-1
centi- (c): 1 hundredth -2
milli- (m): 1 thousandth 10-3
micro- (µ): 1 millionth 10-6
nano- (n): 1 billionth 10-9

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5
Q

State the magnitude of:

  • Radius of a hydrogen nucleus
  • Diameter of a typical atom
  • Average width of human hair
  • Diameter of wire
  • Length of chopsticks
  • Height of Mount Everest
  • Diameter of Earth
A
  • Radius of a hydrogen nucleus (0.000001nm OR 10-15m)
  • Diameter of a typical atom (0.000,000,000,1m OR 0.1nm)
  • Average width of human hair (0.000,1m OR 0.1mm)
  • Diameter of wire (0.002m OR 2mm)
  • Length of chopsticks (0.2m OR 20cm)
  • Height of Mount Everest (8,848m OR ~ 9km)
  • Diameter of Earth (12,700,000m OR 12.7 Mm)
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6
Q

Measuring Tape

Range + Smallest division + Record to nearest + Examples

A

Range: 0 to several metres
Smallest division: 0.1cm (1mm)
Record to nearest: 0.1cm (1mm)

Can be used to measure a person’s waist because it is flexible

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7
Q

Metre Rule

Range + Smallest division + Record to nearest + Examples

A

Range: 0 to 1 metre
Smallest division: 0.1cm (1mm)
Record to nearest: 0.1cm (1mm)

Can be used to measure the height of a table

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8
Q

Precautions when Using Metre Rule

A

Avoid using the zero mark of the metre rule as a start point to take measurements. This is because wear and tear may make it unsuitable for measuring purposes. The worn end may introduce errors to the readings.

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9
Q

Digital Calipers

Range + Smallest division + Record to nearest + Examples

A

Range: 0 to 15 centimetres
Smallest division: 0.001cm (0.01mm)
Record to nearest: 0.01cm (0.1mm)

Can be used to measure external diameter, internal diameter, or depth of a test tube

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10
Q

How to use Digital Calipers + Precautions

A

Inside jaws are used to measure internal diameter
Outside jaws are used to measure external diameter
Tail is used to measure depth

Precautions:

  • Ensure that when the jaws are closed, the display should show a reading of zero (0.000cm or 0.00mm). If not, there is a zero error.
  • The digital calipers must be reset to zero (using the zero button) before measurements are taken.
  • If there is no zero button, subtract the zero error from the measured length to get the actual length.
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11
Q

Digital Micrometer Screw Gauge

Range + Smallest division + Record to nearest + Examples

A

Range: 0 to 2.5 centimetres
Smallest division: 0.0001cm (0.001mm)
Record to nearest: 0.001cm (0.01mm)

Can be used to measure the diameter of a wire

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12
Q

How to use Digital Micrometer Screw Gauge + Precautions

A

Turn the thimble until the anvil and spindle gently touch the object. Turn the ratchet until it clicks once. This prevents over-tightening of the digital micrometer screw gauge.

Precautions:

  • Ensure that when the anvil and spindle touch each other, the display should show a reading of zero (0.0000cm or 0.000mm). If not, there is a zero error.
  • The digital micrometer screw gauge must be reset to zero (using the zero button) before measures are taken.
  • If there is no zero button, subtract the zero error from the measured length to get the actual length.
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13
Q

How to Reduce Parallax Error

A

Eye should be positioned such that the line of sight is perpendicular to the mark on the scale.

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14
Q

Period of a Pendulum

Definition

A

The time taken for one complete oscillation.

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15
Q

Why is it more accurate to measure the time taken for 20 complete oscillations and dividing the total time by 20 than just 1 oscillation?

A

It gives a smaller proportion of the same human reaction time in the result.

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