2.8.1 Quality Management Flashcards

1
Q

Process used to ensure that the daily laboratory are generated from appropriate patient specimens following standard procedures and using metrics and monitors throughout the preanalytical, analytical and postanalytical processes

A

Quality control

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2
Q

Quality control ensure _______ and ________ results

A

Accurate and Precise

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3
Q

QC samples are usually run:

  • At the beginning of each shift
  • Before an instrument is serviced
  • When Reagents lots are changed
  • After calibration
  • When results of the analytes seem inappropriate

Which of the following does not belong?

A

Before an instrument is serviced

should be after

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4
Q

Systematic process that ensures a quality laboratory service and result every time, all the time

A

Quality Assurance

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5
Q

A series of statistical calculations to determine whether variations in QC are random or systemic, giving guidance to acceptability and reportability of accurate laboratory test values

A

Westgard’s quality management framework

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6
Q

instrument errors, sample errors or human errors

a. Random error
b. Systematic error

A

a

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7
Q

Reagents and standards

a. Random error
b. Systematic error

A

b

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8
Q

Cause Imprecision

a. Random error
b. Systematic error

A

a

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9
Q

Cause inaccuracy

a. Random error
b. Systematic error

A

b

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10
Q

To determine this error, it is done through replication of experiment

a. Random error
b. Systematic error

A

a

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11
Q

To determine this error, it is done through Comparison of methods

a. Random error
b. Systematic error

A

b

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12
Q

Phases of Quality assurance

A

Preanalytical, analytical, Postanalytical phase

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13
Q

Used to detect errors in accuracy and precision over time

A

Levey-Jennings control chart

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14
Q

more than 6 consecutive values fall in one side of the mean

A

Shift

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15
Q

13s us rejected for probable randome error

T or F

A

T

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16
Q

More than 6 consecutive values steadily increasing or decreasing

A

Trend

17
Q

___s is the warning rule

A

12s

18
Q

If 2 consecutive control values are greater than x + 2s or x-2s

A

22s

19
Q

22s is a systematic error so reject run

T or F

A

T

20
Q

If the difference between the 2 controls is equal to or greater than 4s, reject the run for probable RANDOM error

A

R4s

21
Q

If 4 consecutive observation exceed the same mean (+1S or -1S). REJECT the run for probable SYSTEMATIC ERROR

A

41s

22
Q

If 10 consecutive control values fall on 1 side of mean, REJECT the run for probable SYSTEMATIC ERROR

A

10x Rule