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Reliability
In Psychological Testing,Discrepancies between     ERROR does not imply  true ability and        that a mistake has  measu...
Tests that are free of  measurement error                         Tests that have  are deemed to be        too much error ...
It is assumed that  each person has a   The difference between  true score that       the true score and the  would be obt...
It is assumed that  the true score for  an individual will   Because of random error,                         however, rep...
The standard          The standard error of                         measurements tell us, on deviation will be       the a...
Federal government guidelines require that a test be reliable before one can use it to make employment and educational pla...
Models of ReliabilityTime Sampling: The    Is used to evaluate the  Test -Retest Method    error associated with          ...
Models of ReliabilityItem Sampling: Parallel   • Determines the error   Forms Method             variance that is   Equiva...
Models of Reliability• Split Half       • A test is given and is                     divided into halves  Method          ...
• Kuder-Richardson 20   • Use to calculate for the  Formula (KR20)          reliability of the test in                    ...
Models of Reliability• Split Half Method   • Spearman- Brown                        Formula: use to                       ...
Kuder-Richardson   A special case of the                     reliability formula that 21 (KR21)           does not require...
Coeficient Alpha   The most generalCronbach Alpha       method of finding                     estimates of reliability    ...
How reliable is reliable?What is “high      The answer depends on                    the use of the test. enough”?        ...
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Reliability

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Reliability

  1. 1. Reliability
  2. 2. In Psychological Testing,Discrepancies between ERROR does not imply true ability and that a mistake has measurement of been made. It implies ability constitute that there will always errors of be inaccuracy in measurement. measurements.
  3. 3. Tests that are free of measurement error Tests that have are deemed to be too much error reliable. are deemed to be unreliable.
  4. 4. It is assumed that each person has a The difference between true score that the true score and the would be obtained observed score results if there were no from measurement error. errors in measurement. X -T= E Where X – observed score T- true score E- error
  5. 5. It is assumed that the true score for an individual will Because of random error, however, repeated not change with applications of the repeated same test can produce applications of different scores. the same test.
  6. 6. The standard The standard error of measurements tell us, on deviation will be the average, how much the the standard error score varies from the true of measurement. score. In practice, the standardRemember that the deviation of the observed standard deviation score and the reliability of tells us about the the test are used to estimate the standard average deviation error of measurement. around the mean.
  7. 7. Federal government guidelines require that a test be reliable before one can use it to make employment and educational placement decisions (Heubert and Hauser, 1999).
  8. 8. Models of ReliabilityTime Sampling: The Is used to evaluate the Test -Retest Method error associated with administering a test at 2 different times. Administer the same test on 2 well-specified occassions and find the correlation between scores from the 2 administrations.
  9. 9. Models of ReliabilityItem Sampling: Parallel • Determines the error Forms Method variance that is Equivalent Forms attributable to the Reliability selection of one Parallel Forms particular set of items • Compares two equivalent forms of a test that measure the same attribute • Pearson Product Moment Correlation
  10. 10. Models of Reliability• Split Half • A test is given and is divided into halves Method that are scored separately. The results of one half of the test are then compared with the results of the other. • Odd-even system • Correlation between the 2 halves
  11. 11. • Kuder-Richardson 20 • Use to calculate for the Formula (KR20) reliability of the test in which the items are dichotomous, scored 0 or 1 (usually for right or wrong) • Sum of the product of people passing each item times the proportion of people failing each item
  12. 12. Models of Reliability• Split Half Method • Spearman- Brown Formula: use to correct for the half length of the test
  13. 13. Kuder-Richardson A special case of the reliability formula that 21 (KR21) does not require the calculation of the p’s and q’s., instead it uses the mean test score Assumes that all items are of average difficulty
  14. 14. Coeficient Alpha The most generalCronbach Alpha method of finding estimates of reliability through internal consistency.
  15. 15. How reliable is reliable?What is “high The answer depends on the use of the test. enough”? .70 - .80 are good enough for the purposes of basic research. In CLINICAL SETTINGS, a .90 reliability index may not be good enough; greater than . 95 should be required

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