Topic 1 - Physics and physical measurement Flashcards

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1
Q

What is the range of magnitude of distances?

A

1015 m to 1025 m

(sub-nuclear particles to extent of the visible universe

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2
Q

What is the range of magnitude of masses?

A

1030 kg to 1050 kg

(mass of electron to mass of the universe)

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3
Q

What is the range of magnitude of times?

A

1023 s to 1018 s

(passage of light across a nucleus to the age of the universe)

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4
Q

What are the fundamental units in the SI system?

A
  1. Mass - kilogram
  2. Length - metre
  3. Time - second
  4. Electric current - ampere
  5. Amount of substance - mole
  6. Temperature - kelvin
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5
Q

What is the difference between fundamental and derived units?

A

Fundamental are the base units that are used to derive all the rest of the units

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6
Q

What is the appropriate scientific notation in SI format?

A

ms–2 instead of m/s2 etc

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7
Q

What is random error?

A
  • Unavoidable error
  • Due to limitations of scale, reading issues, human error, difficulties in observation
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8
Q

What is systematic error?

A
  • Something consistently wrong
  • Is always bigger or smaller by the same amount
  • May be due to zero error or wrongly calibrated equipment
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9
Q

What is the difference between precision and accuracy?

A

An accurate experiment is one that has small systematic error = evenly distributed around the correct value

A precise experiment has a small random error = similar values close to each other

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10
Q

How can the effect of random errors be reduced?

A
  • Repetition
  • Calculating mean value
  • Excluding anomalies
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11
Q

Can systematic errors be reduced by repeating readings?

A

No.

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12
Q

What are the three types of uncertainties?

A
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13
Q

How are uncertainties represented in graphs?

A

By error bars

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14
Q

How is the uncertainty of a multiplication or division equation determined?

A

The fractional uncertainties are added up:

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15
Q

How is the uncertainty of a power relationship determined?

A
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16
Q

What is the difference between vector and scalar quantities? Give examples of each

A

A scalar quantity has only magnitude, e.g. energy

A vector quantity has magnitude and direction, e.g. all forces

17
Q

How are vectors added up?

A

By using a parallelogram:

a + b

18
Q

How are vectors subtracted?

A

P – Q = P + (–Q)

19
Q

How are vectors multiplied?

A

P X k = Pk

20
Q

What is meant by resolving vectors?

A

Splitting a vector into two or more of its components