ERRORS AND STATISTICS Flashcards

(38 cards)

1
Q

Entails the entire process of obtaining a desired quantity, including preparations (instrument calibration and setup), pointing, matching, and comparing

A

Measurement

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2
Q

Process of determining the extent, size or dimensions of a particular quantity in comparison to a given standard

A

Measurement

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3
Q

Consists of several physical operations which renders numerical value

A

Measurement

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4
Q

Measurements are numerical values for random variables which are subject to

A

statistical fluctuations

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5
Q

due to observational errors

A

Statistical variations

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6
Q

refers to the difference between the measured or calculated value of a quantity and a given or established (true) value of that quantity

A

ERROR

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7
Q

Formula for error

A

refers to the difference between the measured or
calculated value of a quantity and a given or established
(true) value of that quantity

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8
Q

Formula for error

A

𝜺 = 𝒙 − 𝝉

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9
Q

negative of error

A

Correction

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10
Q

Formula of Correction

A

𝐂𝐨𝐫𝐫𝐞𝐜𝐭𝐢𝐨𝐧 = − (𝒙 − 𝝉)

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11
Q

SOURCES OF ERRORS

A

Natural Errors
Instrumental Errors
Personal Errors

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12
Q

Occurs due to variations of natural phenomena such as changes in temperature, humidity, wind velocity, magnetic declination, refraction, etc.

A

Natural Errors

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13
Q

Arises due to imperfections or faulty adjustment of instruments.

A

Instrumental Errors

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14
Q

Arises principally due to limitations of the senses of sights, touch and hearing of the observer.

A

Personal Errors

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15
Q

Types of Errors

A

Mistake or blunders
Systematic Errors
Random/Accidental Errors

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16
Q

Occurs due to lack of experience, carelessness, poor judgement, confusion in the observations

If the mistake remain undetected, it may produce
serious effect on the whole work

A

Mistake or blunders

17
Q

Common Mistakes/blunders

A

➢ Reading the wrong graduation on the tape
➢ Omitting a whole length of tape
➢ Reading a scale backward
➢ Sighting the wrong target
➢ Incorrect recording of field notes
➢ Transposition of figures
➢ Misplacing a decimal point

18
Q

is a cumulative error that occur under the same conditions.

A

Systematic Errors

19
Q

Caused by physical and natural conditions that vary in accordance with known mathematical or physical laws.

A

Systematic Errors

20
Q

Common Systematic Errors

A

➢ Equipment out of calibration
➢ Personal biases of the observer
➢ Use of incorrect units (feet instead of meters)

21
Q

Produced by irregular causes that are beyond the control of the observer

A

Random/Accidental Errors

22
Q

This variation results from observational errors which have known functional relationship based upon deterministic system

A

Random/Accidental Errors

23
Q

Refers to the degree of agreement/consistency between several measurements of a quantity.

24
Q

It is a measure of uniformity of the outcome/result

25
Refers to the degree of conformity/closeness of a measured value with the absolute/true value of the quantity.
Accuracy
26
General Uses of Statistics
Statistics aids in decision making ❑ Provides comparison ❑ Explains action that has taken place ❑ Justifies a claim or assertion ❑ Predicts future outcome ❑ Estimates unknown quantities Statistics summarizes data for public use
27
MEASURES OF CENTRAL TENDENCY
➢ Mean ➢ Median ➢ Midrange ➢ Mode
28
Sum of all the values of the observations divided by the number of observations
Sample Mean
29
Most Probable Value (MPV)
Sample Mean
30
Most familiar measure of central tendency used
Sample Mean
31
positional middle of the arrayed data
Sample Median
32
Value of observation that is midway along the range
Midrange
33
Value that occurs most frequently in the sample
Sample Mode
34
The total spread of the sample
Range
35
Parameter of dispersion or spread
Variance
36
Defined as the positive square root of the variance
Standard Deviation
37
Refers to the ratio of the error to the measured or estimated quantity
Relative Error/Precision
38
Refers to the ratio between the total error and the total length of the survey.
Ratio of Misclosure