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Starting Windows Especially Designed
Basics of
Item
Analysis
QUESTIONS?
Click to end
Contact Me…!!!
©James L. Paglinawan TM
® e-mail me @:
JLPaglinawan@cmu.edu.ph
JLPaglinawan@teacher.deped.gov.ph
Item Analysis
Techniques to
improve test items
and instruction
11.Administer
Tests
12.Conduct
Item
Analysis
1. Review
National
and
Profession
al
Standards
7. Develop New Test
Questions
8. Review Test Questions
13. Standard Setting
Study
14. Set Passing
Standard
9. Assemble Operational
Test Forms
10. Produce Printed Tests
Mat.
2. Convene
National
Advisory
Committee
3. Develop Domain,
Knowledge and
Skills Statements
4.Conduct Job
Analysis
5. Establish Test
Specifications
6.Develop Test
Design
Test Development Process
What is Item Analysis ?
• process that examines student
responses to individual test items
assessing quality items and the test as
a whole
• valuable in improving items which will
be used again in later tests and
eliminate ambiguous or misleading
items
• valuable for increasing instructors'
skills in test construction, and
• identifying specific areas of course
content which need greater emphasis
or clarity.
Several Purposes
1. More diagnostic information on
students
– Classroom level:
• determine questions most found very
difficult/ guessing on, -
– reteach that concept
• questions all got right –
– don't waste more time on this area
• find wrong answers students are
choosing-
– identify common misconceptions
– Individual level:
• isolate specific errors this student
made
2.Build future tests,
revise test items to make
them better
• know how much work in writing good
questions
• SHOULD NOT REUSE WHOLE TESTS -->
diagnostic teaching means responding
to needs of students, so after a few years
a test bank is build up and choose a
tests for the class
• can spread difficulty levels across your
blueprint (TOS)
3. Part of continuing
professional development
– doing occasional item analysis will
help become a better test writer
– documenting just how good your
evaluation is
– useful for dealing with parents or
administrators if there's ever a dispute
– once you start bringing out all these
impressive looking stats, parents and
administrators will believe why some
students failed.
Classical ITEM Analysis
Statistics
• Reliability (test level statistic)
• Difficulty (item level statistic)
• Discrimination (item level statistic)
Test level statistic
Quality of the Test
• Reliability and Validity
–Reliability
Consistency of measurement
–Validity
Truthfulness of response
Overall Test Quality
Individual Item Quality
Reliability
refers to the extent to which the
test is likely to produce consistent
scores.
Characteristics:
1. The intercorrelations among the items --
the greater/stronger the relative number
of positive relationships are, the greater
the reliability.
2. The length of the test –
a test with more items will have a higher
reliability, all other things being equal.
3.The content of the test --
generally, the more diverse
the subject matter tested
and the testing techniques
used, the lower the
reliability.
4.Heterogeneous groups of
test takers
Types of reliability
• Stability
1. Test – Retest
• Stability
2. Inter – rater / Observer/ Scorer
• applicable for mostly essay questions
• Use Cohen’s Kappa Statistic
• Equivalence
3. Parallel-Forms/ Equivalent
Used to assess the consistency of
the results of two tests
constructed in the same way from
the same content domain.
• Internal Consistency
• Used to assess the consistency of
results across items within a test.
4. Split – Half
• 5. Kuder-Richardson
Formula 20 / 21
Correlation is
determined from a
single administration of
a test through a study
of score variances
• 6. Cronbach's Alpha (a)
Reliability
Indices
Interpretation
.91 and above
Excellent reliability; at the level of the best standardized
tests
.81 - .90 Very good for a classroom test
.71 - .80
Good for a classroom test; in the range of most. There
are probably a few items which could be improved.
.61 - .70
Somewhat low. This test needs to be supplemented by
other measures (e.g., more tests) to determine
grades. There are probably some items which could
be improved.
.51 - .60
Suggests need for revision of test, unless it is quite
short (ten or fewer items). The test definitely needs to
be supplemented by other measures (e.g., more tests)
for grading.
.50 or below
Questionable reliability. This test should not contribute
heavily to the course grade, and it needs revision.
Test Item statistic
 Item Difficulty
Percent answering correctly
 Item Discrimination
How well the item "functions“
How “valid” the item is based
on the total test score criterion
WHAT IS A WELL-
FUNCTIONING
TEST ITEM?
• how many students got it correct?
(DIFFICULTY)
• which students got it correct?
(DISCRIMINATION)
Three important information
on quality of test items
• Item difficulty: measure whether an
item was too easy or too hard.
• Item discrimination: measure whether
an item discriminated between students
who knew the material well and students
who did not.
• Effectiveness of alternatives:
Determination whether distracters
(incorrect but plausible answers) tend to
be marked by the less able students and
not by the more able students.
Item Difficulty
• Item difficulty is simply the percentage
of students who answer an item
correctly. In this case, it is also equal to
the item mean.
Diff = # of students choosing correctly
total # of students
• The item difficulty index ranges from 0
to 100; the higher the value, the easier
the question.
Item Difficulty Level:
Definition
The percentage of students who
answered the item correctly.
High
(Difficult)
Medium
(Moderate)
Low
(Easy
)
<= 30% > 30% AND < 80%
>=80
%
0 10 20 30 40 50 60 70 80 90 100
Item Difficulty Level:
Sample
Number of students who answered each item = 50
Item
No.
No. Correct
Answers
%
Correct
Difficulty
Level
1 15 30 High
2 25 50 Medium
3 35 70 Medium
4 45 90 Low
Item Difficulty Level:
Questions/Discussion
• Is a test that nobody failed
too easy?
• Is a test on which nobody got
100% too difficult?
• Should items that are “too
easy” or “too difficult” be
thrown out?
Item Discrimination
• Traditionally, using high and low scoring
groups (upper 27 % and lower 27%)
• Computerized analyses provide more
accurate assessment of the
discrimination power of items since it
accounts all responses rather than just
high and low scoring groups.
• Equivalent to point-biserial correlation. It
provides estimate the degree an
individual item is measuring the same
thing as the rest of the items.
What is Item Discrimination?
• Generally, students who did well on
the exam should select the correct
answer to any given item on the exam.
• The Discrimination Index
distinguishes for each item between
the performance of students who did
well on the exam and students who
did poorly.
Indices of Difficulty and
Discrimination
(by Hopkins and Antes)
Index Difficulty Discrimination
0.86 above Very Easy To be discarded
0.71 – 0.85 Easy To be revised
0.30 – 0.70 Moderate Very Good items
0.15 – 0.29 Difficult To be revised
0.14 below Very Difficult To be discarded
Item Discrimination:
Questions / Discussion
• What factors could contribute to
low item discrimination between
the two groups of students?
• What is a likely cause for a
negative discrimination index?
ITEM
ANALYSIS
PROCESS
Sample TOS
Remember Understand Apply Total
Section
A
4
(1,3,7,9)
6 10 20
Section
B
5
(2,5,8,11,15)
5 4 14
Section
C
3
(6,17,21)
7 6 16
Total 12 18 20 50
Steps in Item
analysis
1. Code the test items:
- 1 for correct and 0 for
incorrect
- Vertical – columns (item
numbers)
- Horizontal – rows
(respondents/students)
TEST ITEMS
No. 1 2 3 4 5 6 7 8 9 10 11 12 13 14 . . . . 50
1 1 0 1 1 1 0 0 0 0 1 1 1 0 0 0 0 0 1 1
2 1 1 0 1 1 1 0 1 1 1 0 1 1 1 1 0 1 1 1
3 0 0 0 1 0 0 0 1 0 0 0 1 1 1 1 1 1 1 0
4 0 1 0 0 0 1 0 0 0 1 0 0 1 0 0 0 1 0 0
5 1 0 1 1 1 0 1 1 1 0 1 1 0 1 1 1 0 1 0
6 1 1 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0 1
7 0 0 1 0 0 0 1 0 0 0 1 0 0 0 1 0 0 0 1
8 1 1 0 1 1 1 0 1 1 1 0 1 1 0 0 0 1 0 0
2. IN SPSS:
🖙Analyze 🖙 Scale 🖙
Reliability analysis 🖙
(drag/place variables to
Item box) 🖙 Statistics 🖙
Scale if item deleted 🖙
ok.
A N A L Y S I S - S C A L E (A L P H A)
• ****** Method 1 (space saver) will be used for this analysis ******
• R E L I A B I L I T Y
• Item-total Statistics
• Scale
• Mean
• if Item
• Deleted
Scale
Variance
if Item
Deleted
Corrected
Item-
Total
Correlation
Alpha
if Item
Deleted
• VAR00001 14.4211 127.1053 .9401 .9502
• VAR00002 14.6316 136.8440 .7332 .9542
• VAR00003 14.4211 141.5695 .4774 .9574
• VAR00004 14.4737 128.6109 .6511 .9508
• VAR00005 14.4737 128.8252 .8274 .9509
• VAR00006 14.0526 130.6579 .2236 .9525
• VAR00007 14.2105 127.8835 .2533 .9511
• VAR00008 14.1053 128.6673 .1906 .9515
• VAR00009 14.4211 129.1410 .7311 .9513
• .....................
• VAR00022 14.4211 129.1410 .7311 .9513
• VAR00023 14.4211 127.1053 .4401 .9502
• VAR00024 14.6316 136.8440 -.0332 .9542
• VAR00047 14.4737 128.6109 .8511 .9508
• VAR00048 14.4737 128.8252 .8274 .9509
• VAR00049 14.0526 130.6579 .5236 .9525
• VAR00050 14.2105 127.8835 .7533 .9511
N of Items = 50
• Reliability Coefficients
• N of Cases = 57.0
• Alpha = .9533
3. In the output dialog box:
• Alpha placed at the bottom
• the corrected item total
correlation is the point
biserial correlation as bases
for index of test reliability
4. Count the number of
items discarded and fill
up summary item analysis
table.
Test Item Reliability Analysis
Summary (sample)
Test Level of
Difficulty
Number
of Items
% Item Number
Math Very Easy 1 2 1
(50 items) Easy 2 4 2,5
Moderate 10 20 3,4,10,15…
Difficult 30 60 6,7,8,9,11,…
Very
Difficult
7 14 16,24,32…
5. Count the number of
items retained based
on the cognitive
domains in the TOS.
Compute the
percentage per level
of difficulty.
Remember Understand Apply
N Ret N Ret N Ret
A 4 1 6 3 10 3
B 5 3 5 3 4 2
C 3 2 7 4 6 3
Total 12 6 18 10 20 8
% 50% 56% 40%
Over
all
24/50 = 48%
• Realistically: Do item analysis
to your most important tests
–end of unit tests, final exams -->
summative evaluation
–common exams with other
teachers
(departmentalized exam)
• common exams gives bigger
sample to work with, which is
good
• makes sure that questions other
teacher wrote are working for
YOUR class
ITEM ANALYSIS is one area
where even a lot of otherwise
very good classroom teachers
fall down:
–they think they're doing a good
job;
–they think they've doing good
evaluation;
–but without doing item analysis,
–they can't really know
ITEM ANALYSIS is not
an end in itself,
–no point unless you
use it to revise items,
and
–help students on
basis of information
you get out of it.
END OF PRESENTATION…
THANKU FORLISTENING…
HAVEARELIABLEAND
ENJO
YABLEDA
Y….
L/O/G/O

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DepEd Item Analysis

  • 3. QUESTIONS? Click to end Contact Me…!!! ©James L. Paglinawan TM ® e-mail me @: JLPaglinawan@cmu.edu.ph JLPaglinawan@teacher.deped.gov.ph
  • 4. Item Analysis Techniques to improve test items and instruction
  • 5. 11.Administer Tests 12.Conduct Item Analysis 1. Review National and Profession al Standards 7. Develop New Test Questions 8. Review Test Questions 13. Standard Setting Study 14. Set Passing Standard 9. Assemble Operational Test Forms 10. Produce Printed Tests Mat. 2. Convene National Advisory Committee 3. Develop Domain, Knowledge and Skills Statements 4.Conduct Job Analysis 5. Establish Test Specifications 6.Develop Test Design Test Development Process
  • 6. What is Item Analysis ? • process that examines student responses to individual test items assessing quality items and the test as a whole • valuable in improving items which will be used again in later tests and eliminate ambiguous or misleading items • valuable for increasing instructors' skills in test construction, and • identifying specific areas of course content which need greater emphasis or clarity.
  • 7. Several Purposes 1. More diagnostic information on students – Classroom level: • determine questions most found very difficult/ guessing on, - – reteach that concept • questions all got right – – don't waste more time on this area • find wrong answers students are choosing- – identify common misconceptions – Individual level: • isolate specific errors this student made
  • 8. 2.Build future tests, revise test items to make them better • know how much work in writing good questions • SHOULD NOT REUSE WHOLE TESTS --> diagnostic teaching means responding to needs of students, so after a few years a test bank is build up and choose a tests for the class • can spread difficulty levels across your blueprint (TOS)
  • 9. 3. Part of continuing professional development – doing occasional item analysis will help become a better test writer – documenting just how good your evaluation is – useful for dealing with parents or administrators if there's ever a dispute – once you start bringing out all these impressive looking stats, parents and administrators will believe why some students failed.
  • 10. Classical ITEM Analysis Statistics • Reliability (test level statistic) • Difficulty (item level statistic) • Discrimination (item level statistic)
  • 11. Test level statistic Quality of the Test • Reliability and Validity –Reliability Consistency of measurement –Validity Truthfulness of response Overall Test Quality Individual Item Quality
  • 12. Reliability refers to the extent to which the test is likely to produce consistent scores. Characteristics: 1. The intercorrelations among the items -- the greater/stronger the relative number of positive relationships are, the greater the reliability. 2. The length of the test – a test with more items will have a higher reliability, all other things being equal.
  • 13. 3.The content of the test -- generally, the more diverse the subject matter tested and the testing techniques used, the lower the reliability. 4.Heterogeneous groups of test takers
  • 14. Types of reliability • Stability 1. Test – Retest
  • 15. • Stability 2. Inter – rater / Observer/ Scorer • applicable for mostly essay questions • Use Cohen’s Kappa Statistic
  • 16. • Equivalence 3. Parallel-Forms/ Equivalent Used to assess the consistency of the results of two tests constructed in the same way from the same content domain.
  • 17. • Internal Consistency • Used to assess the consistency of results across items within a test. 4. Split – Half
  • 18. • 5. Kuder-Richardson Formula 20 / 21 Correlation is determined from a single administration of a test through a study of score variances
  • 19. • 6. Cronbach's Alpha (a)
  • 20. Reliability Indices Interpretation .91 and above Excellent reliability; at the level of the best standardized tests .81 - .90 Very good for a classroom test .71 - .80 Good for a classroom test; in the range of most. There are probably a few items which could be improved. .61 - .70 Somewhat low. This test needs to be supplemented by other measures (e.g., more tests) to determine grades. There are probably some items which could be improved. .51 - .60 Suggests need for revision of test, unless it is quite short (ten or fewer items). The test definitely needs to be supplemented by other measures (e.g., more tests) for grading. .50 or below Questionable reliability. This test should not contribute heavily to the course grade, and it needs revision.
  • 21. Test Item statistic  Item Difficulty Percent answering correctly  Item Discrimination How well the item "functions“ How “valid” the item is based on the total test score criterion
  • 22. WHAT IS A WELL- FUNCTIONING TEST ITEM? • how many students got it correct? (DIFFICULTY) • which students got it correct? (DISCRIMINATION)
  • 23. Three important information on quality of test items • Item difficulty: measure whether an item was too easy or too hard. • Item discrimination: measure whether an item discriminated between students who knew the material well and students who did not. • Effectiveness of alternatives: Determination whether distracters (incorrect but plausible answers) tend to be marked by the less able students and not by the more able students.
  • 24. Item Difficulty • Item difficulty is simply the percentage of students who answer an item correctly. In this case, it is also equal to the item mean. Diff = # of students choosing correctly total # of students • The item difficulty index ranges from 0 to 100; the higher the value, the easier the question.
  • 25. Item Difficulty Level: Definition The percentage of students who answered the item correctly. High (Difficult) Medium (Moderate) Low (Easy ) <= 30% > 30% AND < 80% >=80 % 0 10 20 30 40 50 60 70 80 90 100
  • 26. Item Difficulty Level: Sample Number of students who answered each item = 50 Item No. No. Correct Answers % Correct Difficulty Level 1 15 30 High 2 25 50 Medium 3 35 70 Medium 4 45 90 Low
  • 27. Item Difficulty Level: Questions/Discussion • Is a test that nobody failed too easy? • Is a test on which nobody got 100% too difficult? • Should items that are “too easy” or “too difficult” be thrown out?
  • 28. Item Discrimination • Traditionally, using high and low scoring groups (upper 27 % and lower 27%) • Computerized analyses provide more accurate assessment of the discrimination power of items since it accounts all responses rather than just high and low scoring groups. • Equivalent to point-biserial correlation. It provides estimate the degree an individual item is measuring the same thing as the rest of the items.
  • 29. What is Item Discrimination? • Generally, students who did well on the exam should select the correct answer to any given item on the exam. • The Discrimination Index distinguishes for each item between the performance of students who did well on the exam and students who did poorly.
  • 30. Indices of Difficulty and Discrimination (by Hopkins and Antes) Index Difficulty Discrimination 0.86 above Very Easy To be discarded 0.71 – 0.85 Easy To be revised 0.30 – 0.70 Moderate Very Good items 0.15 – 0.29 Difficult To be revised 0.14 below Very Difficult To be discarded
  • 31. Item Discrimination: Questions / Discussion • What factors could contribute to low item discrimination between the two groups of students? • What is a likely cause for a negative discrimination index?
  • 33. Sample TOS Remember Understand Apply Total Section A 4 (1,3,7,9) 6 10 20 Section B 5 (2,5,8,11,15) 5 4 14 Section C 3 (6,17,21) 7 6 16 Total 12 18 20 50
  • 34. Steps in Item analysis 1. Code the test items: - 1 for correct and 0 for incorrect - Vertical – columns (item numbers) - Horizontal – rows (respondents/students)
  • 35. TEST ITEMS No. 1 2 3 4 5 6 7 8 9 10 11 12 13 14 . . . . 50 1 1 0 1 1 1 0 0 0 0 1 1 1 0 0 0 0 0 1 1 2 1 1 0 1 1 1 0 1 1 1 0 1 1 1 1 0 1 1 1 3 0 0 0 1 0 0 0 1 0 0 0 1 1 1 1 1 1 1 0 4 0 1 0 0 0 1 0 0 0 1 0 0 1 0 0 0 1 0 0 5 1 0 1 1 1 0 1 1 1 0 1 1 0 1 1 1 0 1 0 6 1 1 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0 1 7 0 0 1 0 0 0 1 0 0 0 1 0 0 0 1 0 0 0 1 8 1 1 0 1 1 1 0 1 1 1 0 1 1 0 0 0 1 0 0
  • 36. 2. IN SPSS: 🖙Analyze 🖙 Scale 🖙 Reliability analysis 🖙 (drag/place variables to Item box) 🖙 Statistics 🖙 Scale if item deleted 🖙 ok.
  • 37. A N A L Y S I S - S C A L E (A L P H A) • ****** Method 1 (space saver) will be used for this analysis ****** • R E L I A B I L I T Y • Item-total Statistics • Scale • Mean • if Item • Deleted Scale Variance if Item Deleted Corrected Item- Total Correlation Alpha if Item Deleted • VAR00001 14.4211 127.1053 .9401 .9502 • VAR00002 14.6316 136.8440 .7332 .9542 • VAR00003 14.4211 141.5695 .4774 .9574 • VAR00004 14.4737 128.6109 .6511 .9508 • VAR00005 14.4737 128.8252 .8274 .9509 • VAR00006 14.0526 130.6579 .2236 .9525 • VAR00007 14.2105 127.8835 .2533 .9511 • VAR00008 14.1053 128.6673 .1906 .9515 • VAR00009 14.4211 129.1410 .7311 .9513 • ..................... • VAR00022 14.4211 129.1410 .7311 .9513 • VAR00023 14.4211 127.1053 .4401 .9502 • VAR00024 14.6316 136.8440 -.0332 .9542 • VAR00047 14.4737 128.6109 .8511 .9508 • VAR00048 14.4737 128.8252 .8274 .9509 • VAR00049 14.0526 130.6579 .5236 .9525 • VAR00050 14.2105 127.8835 .7533 .9511 N of Items = 50 • Reliability Coefficients • N of Cases = 57.0 • Alpha = .9533
  • 38. 3. In the output dialog box: • Alpha placed at the bottom • the corrected item total correlation is the point biserial correlation as bases for index of test reliability
  • 39. 4. Count the number of items discarded and fill up summary item analysis table.
  • 40. Test Item Reliability Analysis Summary (sample) Test Level of Difficulty Number of Items % Item Number Math Very Easy 1 2 1 (50 items) Easy 2 4 2,5 Moderate 10 20 3,4,10,15… Difficult 30 60 6,7,8,9,11,… Very Difficult 7 14 16,24,32…
  • 41. 5. Count the number of items retained based on the cognitive domains in the TOS. Compute the percentage per level of difficulty.
  • 42. Remember Understand Apply N Ret N Ret N Ret A 4 1 6 3 10 3 B 5 3 5 3 4 2 C 3 2 7 4 6 3 Total 12 6 18 10 20 8 % 50% 56% 40% Over all 24/50 = 48%
  • 43. • Realistically: Do item analysis to your most important tests –end of unit tests, final exams --> summative evaluation –common exams with other teachers (departmentalized exam) • common exams gives bigger sample to work with, which is good • makes sure that questions other teacher wrote are working for YOUR class
  • 44. ITEM ANALYSIS is one area where even a lot of otherwise very good classroom teachers fall down: –they think they're doing a good job; –they think they've doing good evaluation; –but without doing item analysis, –they can't really know
  • 45. ITEM ANALYSIS is not an end in itself, –no point unless you use it to revise items, and –help students on basis of information you get out of it.
  • 46. END OF PRESENTATION… THANKU FORLISTENING… HAVEARELIABLEAND ENJO YABLEDA Y….