Science - Non-science Flashcards

1
Q

Uncertainty

A

A margin around a measured value which all other repeated measurement should fall around and is a measure of precision

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2
Q

Measurement Uncertainty

A

The margin for how close either side a marked measurement is to its actual value
- for analogy instruments it is half the smallest scale
- for digital instruments it is 1 unit in the least significant digit

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3
Q

Uncertainty in the mean

A

How close the average of the data scores collected are to the true value and is a measure of the random errors or precision
- Max value - min value/2
- Recorded to 1 sig fig
- Between measurement uncertainty and UITM choose the biggest ne

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4
Q

Absolute uncertainty

A

The measure of uncertainty in units as a independent value from the true value

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5
Q

Relative Uncertainty

A

The measure of uncertainty as a percentage of the true value
- Absolute uncertainty/measured value * 100

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6
Q

Error

A

The difference between the measured value and the actual value and is a measure of accuracy

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7
Q

Adding and subtracting uncertainty

A

Always ADD the ABSOLUTE uncertainties

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8
Q

Multiplying and Dividing Uncertainty

A

Always ADD the RELATIVE uncertainties

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9
Q

Random Error

A

Errors that are spontaneous and chance events that cause the measured values to be deviate randomly from the true value and is caused by human error or changing external conditions.
Measure of precision

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10
Q

Systematic error

A

Errors that occur repeatedly in the same spot and are to do with the measurement device or methodology or external conditions
Measure of accuracy

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11
Q

Reliability

A

Reliability is how trustworthy a value is as a result of its precision or proximity to other values

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12
Q

Validity

A

Validity is how trustworthy a value is as a result of its accuracy of its proximity to the true value and to the extent of which it measures what was intended.

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13
Q

Accuracy

A

How close a measured value is to the true value

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14
Q

Precision

A

How close a measured value is to other repeated measured values

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15
Q

Vernier callipers

A

A measuring device with two scales that measures the dimensions of objects
- To find measurement take the the the increment on the large scale just before the 0 of the small scale
- find the number of increments on the small scale that it takes to line up the large scale
- the first measurement plus the second is the actual measurement

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16
Q

SI Units

A

Standardized units for each type of measurement
- Distance: m
- Mass: Kg
- Time: s
- Electric current: A (Ampere)
- Temperature: K (Kelvin)
- Amount of Substance: mol
- Luminous Intensity: cd (candela)

17
Q

Significant figures

A

Essentially the number of numbers in a measurement and how many shows precision of measurement
- the last digit is an estimate
- the more sig fig - the more precise

18
Q

Sig Fig Rules

A
  1. Non - zero figures are always significant
    • 12 and 18.98
  2. All FINAL zeros AFTER decimal point are significant
    - 19.0 and 267.907
  3. Zeros between two other significant figures are significant
    - 109 and 10.05
  4. Zeros used for spacing significant numbers from either side of the decimal point are insignificant
    - 0.00004 and 129 000
  5. Always put a zero before decimal if no other sig figs
    - 0.09 and 0.78
19
Q

Calculating with Sig figs

A

If adding or subtracting, the number is rounded to the least amount of DECIMAL PLACES that were in the two numbers
- 12.23 + 3.6 = 15.8

If Multiply or dividing, the number is rounded to the number of SIG FIGS that were in the least precise number (one with least sig figs)
- 4.05 * 10 = 40

20
Q

Absolute error

A

Measured value - accepted value

21
Q

Relative error

A

Absolute error/accepted value * 100

22
Q

Absolute variation

A

Measured value - Accapted value

23
Q

Relative Variation

A

Absolute variation/ Average of measured and accepted value * 100

24
Q

Variation

A

A deviation of the measured value from the accepted value, but it is not know that the are the same substance that is being tested for.

25
Q

Measurement

A

It the best estimate + or - the absolute uncertainty. Basically communicated that it lies closest to the estimate could could be anywhere in that range.

26
Q

Graphing

A

Used to convey relationships between things
Conventions:
- Error bars - use the highest uncertainty for each value and do vertical and horizontal
- line of best fit
- Compare systematic and random errors
- Display the equation of the line - y = mx +c
- Display R2 value
- Draw Min and Max lines
- Analyse the Uncertainty in the slope
- Analyse the Uncertainty in the c intercept

27
Q

R2 Value

A

Shows how close the values are to the line of best fit, thus showing the precision
- the closer to 1, the closer the fit

28
Q

Min and Max lines

A

Lines with the smallest gradient and largest gradient connecting the first and last error boxes.

29
Q

Uncertainty in the slope

A

Max Gradient - Min Gradient / 2

30
Q

Uncertainty in the y intercept

A

Max y-intercept -min y-intercept / 2

31
Q

Modifications

A

Modifications can be made to experiments to increase their precision and accuracy. the 3 types are:
1. Refine - the elimination or systematic and random error and reduction
2. Redirect - Test different subjects are variables relating to the experiment
3. Extend - test for more variables or at more increments

32
Q

Mistake

A

Not scientific, but refers to doing something inaccurate but with knowledge of how to do it accurately though carelessness
If a mistake is made - repeat the trial

33
Q

Limitations

A

Characteristics of the methodology that hinder the collection and interpretation of data

34
Q

Error vs Uncertainty

A

Systematic error dictates ACCURACY
Random error and uncertainty dictates PRECISION

35
Q

Reliability vs Validity

A

Reliability is dictated by PRECISION
Validity is dictated by ACCURACY

36
Q

Trends

A

The general direction of change in a variable

37
Q

Patterns

A

Data that repeats in a predictable way

38
Q

Relationships

A

Two or more data that is interdependent upon the other in direct or inverse proportion