1 Errors, Random Errors and Statistical Data in Chemical Analyses Part 1 [Sir Jameson PPT] Flashcards

1
Q

Possible: __________ these errors and _____ their size with acceptable accuracy.

A

Minimize
Estimate

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2
Q

The analytical results are free of errors or uncertainties.

A

Impossible

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3
Q

Statistical calculations for use to judge the _______ of experimental measurements are many.

A

Quality

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4
Q

________ calculations for use to judge the quality of exerimental measurements are many.

A

Statistical

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5
Q

Measurements are always accomapnied by _________. The ________ always falls within a range due to uncertainty.

A

Uncertainty
True Value

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6
Q

The probable magnitude of the error defines the __________ within which the true value lies.

A

Limit

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7
Q

Data of unknwon quality are ___.

A

Worthless

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8
Q

The __________ of measurement is never known exactly.

A

True Value

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9
Q

Reliability Can Be Assessed In Several Ways

_______ of known composition can be analyzed, an the results with the known composition.

A

Standards

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10
Q

Reliability Can Be Assessed In Several Ways

__________ enhances the quality of the data.

A

Calibrating equipment

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11
Q

Reliability Can Be Assessed In Several Ways

Questions to answer before beginning an analysis:
- What is the ____ error that I can ________ in the result. No one can afford to waste time generating data that are more reliable than is needed.

A

Maximum
Tolerate

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12
Q

Measures of Central Tendency

2 types measures of the location of the middle of a distribution.

A

Mean
Median

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13
Q

_________, artithmetic mean, and average (x) are synonyms.

A

Mean

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14
Q

The Mean and Median

where __ represent the individual values of x making up a set of N replicate measurements

A

Xi

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15
Q

The Mean and Median

The symbol _______ means to add all the vlues Xi for the replicates.

A

EXi

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16
Q

it is the middle result when replicate data are arranged in order of size.

A

Median

17
Q

Equal numbers of results are _____ and _____ than the _________

A

Larger and Smaller
Median

18
Q

For an odd number of ________, the __ can be evaluated directly.

A

Data points
Median

19
Q

The _______ of two or more measurement is their ________ value.

A

Mean
Average

19
Q

For an ______, the ______ of the middle pair is used.

A

Odd number
Median

19
Q

The median is used advantageously when a set of data contains an ___________, a result that differes significantly from others in the set.

A

Outliers

19
Q

It describes the reproductibility of measurements; the closeness of results to each other.

A

Precision

19
Q

It is determined by repeating the measurement on replicate samples.

A

Precisions

20
Q

Three terms of describe the precision of a set of replicate data:

A

Standard Deviation
Variance
Coefficient Of Variation

21
Q

It is function of the deviation from the mean di, or just th deviation, which is defined as

A

Precision

22
Q

Precision Formula

A

di = | Xi - x̄|

23
Q

It is closeness of results to others that have been obtained in exactly the same way.

A

Precision

24
Q

It indicates the closeness of the measurement to its true or accepted value and is expressed by the error.

A

Accuracy

25
Q

It measures agreement between a result and its true value

A

Accuracy

26
Q

It describes the agreement among several results that have been obtained in the same way.

A

Precision

27
Q

in the measurement of a quanity Xi, is given by the equation.

A

Absolute Error E

28
Q

Absolute Error Formula

A

E = Xi- Xt

29
Q

It is more useful quantity thant the absolute error.

A

Relative Error

30
Q

Relative Error Formula

A

Er= Xi - Xt divided by Xt times 100%

31
Q

An error is also expressed in parts per thousand (ppt)

A

Relative Error

32
Q

To determine ________, we have to know the ______, and this value is exactly what are we seeking in the analysis.

A

Accuracy
True Value

33
Q

it can be precise without being accurate and accurate without being precise

A

Results

34
Q
A