1.0 Measurements And Their Errors Flashcards

1
Q

Define random errors

A

Unpredictable deviations in the result from the true value

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2
Q

Define systematic errors

A

Constant deviations from true results due to flaws in experimental methods, instrument calibration, or environmental conditions.

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3
Q

Define zero errors

A

A type of systematic error where a reading is given when the true reading should be zero

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4
Q

Define precision

A

Degree of exactness or consistency in repeat readings

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5
Q

Define repeatability

A

The ability to produce consistent results when repeated

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6
Q

Define reproducibility

A

the ability to obtain the same results when with different equipment, different techniques or completed by another person

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7
Q

Define resolution

A

The smallest change in a measured quantity that an instrument can detect or display

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8
Q

Define accuracy

A

How close a result is to the true value

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9
Q

Define uncertainty

A

The measure of how confident you can be in a measurement

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10
Q

Absolute uncertainty

A

uncertainty given as a fixed quantity
e.g. 100 cm ± 1 cm

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11
Q

Fractional uncertainty

A

uncertainty given as a fraction of the measurement

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12
Q

Percentage uncertainty

A

uncertainty given as a percentage of the measurement

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13
Q

Uncertainty in a reading

A

± half the smallest division

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14
Q

Uncertainty in a measurement

A

at least ±1 smallest division

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15
Q

Uncertainty in repeated data

A

± half the range

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16
Q

The uncertainty in digital readings

A

± the last significant digit unless otherwise quoted

17
Q

Adding or subtracting data with uncertainties

A

add absolute uncertainties

18
Q

Multiplying or dividing data with uncertainties

A

add fractional or percentage uncertainties

19
Q

Raising data with uncertainties to a power

A

multiply the percentage uncertainty by the power

20
Q

How to measure uncertainty on graphs

A

Use error bars

21
Q

Directions of error bars

A

vertical - uncertainty in y
horizontal - uncertainty in x

22
Q

Error bar values

A

Shows the absolute uncertainty

23
Q

Best gradient in graph uncertainties

A

best line that passes as close to the points as possible

24
Q

Worst gradient in graph uncertainties

A

either the steepest possible or the shallowest possible line which fits within all the error bars

25
Q

Percentage uncertainty in the gradient

A

=(best - worst)÷best × 100

26
Q

Percentage uncertainty in the y-intercept

A

=(best - worst)÷best × 100

27
Q

Orders of magnitude

A

Scale of a value expressed as an order of 10

28
Q

Speed of sound in air

29
Q

Atmospheric pressure

A

1×10⁵Pa