measurements and errors Flashcards

1
Q

What is the SI base unit for luminous intensity?

A

Candela (cd)

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2
Q

What is the SI base unit for temperature?

A

Kelvin (K)

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3
Q

What is the SI base unit for pressure?

A

Pascales (Pa)

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4
Q

What formula is used to convert from Kelvin to Celcius?

A

C = K - 273

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5
Q

What multiplier is nano?

A

10^−9

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6
Q

What multiplier is micro?

A

10^-6

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7
Q

What multiplier is milli?

A

10^-3

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8
Q

What multiplier is centi?

A

10^-2

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9
Q

What multiplier is mega?

A

10^6

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10
Q

What multiplier is giga?

A

10^9

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11
Q
Which of these is equal to 0.003 seconds?
>3ns 
>3ks
>3ms
>3s
A

> 3ms

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12
Q

How many inches are in a foot?

A

12 inches = 1 foot

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13
Q

What is the uncertainty about measurements called?

A

Error

Observed value = true value + error

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14
Q

The error in our measurements is made up of what 2 parts?

A

Random

systematic

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15
Q

TRUE OR FALSE: Systematic errors cannot be reduced by repeats

A

True

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16
Q

What is a systematic error?

A

Error that follows a set pattern but a random error doesn’t

17
Q

How can you reduce a systematic error?

A

Use the measuring equipment to measure a known value. This process is known as calibration

18
Q

name an example of a systematic error

A

Zero error (or calibration error

19
Q

Explain the difference between accuracy and precision

A

Accuracy - How close it is to the true value

Precision - How close each repeated measurements are

20
Q

Explain the difference between reproducibility and repeatability

A

Reproducibility - Different person gets the same result

Repeatability - Same person gets same results (within random errors)

21
Q

What is the resolution of a measuring equipment?

A

Describes its maximum precision

22
Q

Define “absolute uncertainty”

A

Range of possible real values

23
Q

Define “fractional uncertainty” and how do you calculate it?

A

Absolute uncertainty/measured value

24
Q

Define “percentage uncertainty” and how do you calculate it?

A

Fractional uncertainty as a percentage

25
Q

What do we call the line on an uncertainty graph?

A

Error bar

26
Q

How can we spot a systematic uncertainty from a graph?

A

By spotting if the theory and the results do not match when the independent variable is zero
Etc when measuring the current in a circuit we would expect to the current to be zero when the supply potential difference is zero

27
Q

If there is a systematic uncertainty what would the intercept be?

A

Not zero
Intercept indicates size of systematic error and once it has been found we can use the graph to find an estimate for the random error

28
Q

What can error bars show?

A

Steepest(g1)/shallowest(g2) line of best fit

29
Q

Graph uncertainty equation?

A

The uncertainty is equal to the average of the steepest gradient and the shallowest gradient, take away half of the steepest gradient minus the shallowest gradient.

30
Q

Define “order of magnitude”

A

A power of 10 that most closely approximates it - refers to the scale of a value