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Meaning of Measurement and
Scaling
Measurement: The term ‘measurement’
means assigning numbers or some other symbols
to the characteristics of certain objects. When
numbers are used, the researcher must have a rule
for assigning a number to an observation in a way
that provides an accurate description.
Scaling: Scaling is an extension of
measurement. Scaling involves creating a
continuum on which measurements on objects
are located.
SLIDE 7-1
Types of Measurement ScaleNominal scale: This is the lowest level of measurement. Here,
numbers are assigned for the purpose of identification of the objects.
Any object which is assigned a higher number is in no way superior to
the one which is assigned a lower number.
Example:
• Are you married?
(a) Yes (b) No
Married person may be assigned a no. 1.
Unmarried person may be assigned a no. 2.
The assigned numbers cannot be added, subtracted, multiplied or
divided. The only arithmetic operations that can be carried out are
the count of each category. Therefore, a frequency distribution table
can be prepared for the nominal scale variables and mode of the
distribution can be worked out.
SLIDE 7-2
Types of Measurement Scale
Ordinal scale: This is the next higher level of
measurement. One of the limitations of the nominal
scale measurements is that we cannot say whether
the assigned number to an object is higher or lower
than the one assigned to another option. The
ordinal scale measurement takes care of this
limitation. An ordinal scale measurement tells
whether an object has more or less of characteristics
than some other objects.
SLIDE 7-3
Types of Measurement Scale
SLIDE 7-4
Example:
Rank the following attributes while choosing a restaurant for
dinner. The most important attribute may be ranked one, the next
important may be assigned a rank of 2 and so on.
In the ordinal scale, the
assigned ranks cannot be
added, multiplied, subtracted or
divided. One can compute
median, percentiles and
quartiles of the distribution. The
other major statistical analysis
which can be carried out is the
rank order correlation
coefficient, sign test.
Types of Measurement ScaleInterval scale: The interval scale measurement is the next higher level of
measurement.
It takes care of the limitation of the ordinal scale measurement where the
difference between the score on the ordinal scale does not have any
meaningful interpretation.
In the interval scale the difference of the score on the scale has
meaningful interpretation.
It is assumed that the respondent is able to answer the questions on a
continuum scale.
The mathematical form of the data on the interval scale may be written as
Y = a + b X where a ≠ 0
Ratio of the score on this scale does not have a meaningful interpretation.
SLIDE 7-5
Types of Measurement Scale
SLIDE 7-6
Example:
The numbers on this scale can be added,
subtracted, multiplied or divided. One can
compute arithmetic mean, standard deviation,
correlation coefficient and conduct a t-test, Z-
test, regression analysis and factor analysis.
Types of Measurement ScaleRatio scale: This is the highest level of measurement and takes care
of the limitations of the interval scale measurement, where the ratio
of the measurements on the scale does not have a meaningful
interpretation.
The mathematical form of the ratio scale data is given by Y = b X.
In ratio scale, there is a natural zero (origin).
Example:
How many chemist shops are there in your locality?
How many students are there in the MBA programme at IIFT?
All mathematical and statistical operations can be carried out using
the ratio scale data.
SLIDE 7-7
Definition of AttitudeAn attitude is viewed as an enduring disposition
to respond consistently in a given manner to
various aspects of the world, including persons,
events and objects.
Components of Attitude:
Cognitive component
Affective component
Intention or action component
SLIDE 7-8
Classification of Scales
Single item vs multiple item scale:
In the single item scale, there is only one item to
measure a given construct.
In multiple item scale, there are many items that play
a role in forming the underlying construct that the
researcher is trying to measure. This is because each of
the item forms some part of the construct which the
researcher is trying to measure.
SLIDE 7-9
Classification of ScalesComparative vs non-comparative scales
SLIDE 7-10
Classification of Scales Comparative scales – In comparative scales it is assumed that
respondents make use of a standard frame of reference before answering
the question.
Example:-
SLIDE 7-11
Classification of Scales
Classification of Scales
Formats of Comparative Scales –
Paired comparison scales
Rank order scale
Constant sum rating scale
Q-sort technique
Non-Comparative Scales – In the non-comparative
scales, the respondents do not make use of any frame
of reference before answering the questions.
SLIDE 7-13
Classification of Scales
Graphic Rating Scale – This is a continuous scale and the
respondent is asked to tick his preference on a graph.
Examples:
Non-comparative scale
Graphic rating scale Itemized rating scale
SLIDE 7-14
Classification of ScalesPlease put a tick mark (•) on the following line to indicate your
preference for fast food.
Alternative Presentation of Graphic Rating Scale –
Please indicate how much do you like fast food by pointing to the
face that best shows your attitude and taste. If you do not prefer it
at all, you would point to face one. In case you prefer it the most,
you would point to face seven.
SLIDE 7-16
Classification of Scales
Examples of Itemized Rating Scales:
Likert scale
 The respondents are given a certain number of items (statements) on which
they are asked to express their degree of agreement/disagreement.
 This is also called a summated scale because the scores on individual items can
be added together to produce a total score for the respondent.
 An assumption of the Likert scale is that each of the items (statements)
measures some aspect of a single common factor, otherwise the scores on the
items cannot legitimately be summed up.
 In a typical research study, there are generally 25 to 30 items on a Likert scale.
SLIDE 7-17
Classification of Scales
Example of a Likert Scale:
SLIDE 7-18
Classification of Scales
Semantic Differential Scale
This scale is widely used to compare the images of competing
brands, companies or services.
Here the respondent is required to rate each attitude or object
on a number of five-or seven-point rating scales.
This scale is bounded at each end by bipolar adjectives or
phrases.
The difference between Likert and Semantic differential scale is
that in Likert scale, a number of statements (items) are
presented to the respondents to express their degree of
agreement/disagreement. However, in the semantic differential
scale, bipolar adjectives or phrases are used.
SLIDE 7-20
Classification of ScalesExample of Semantic Differential Scale: (Pictorial Profile)
SLIDE 7-21
Classification of ScalesStapel Scale
SLIDE 7-23
Criteria for good measurement
Reliability
Reliability is concerned with consistency, accuracy and
predictability of the scale.
Methods to measures Reliability
Test–retest reliability
Split-half reliability
Cronbach’s Alpha
SLIDE 7-24
Criteria for good measurement
Validity
The validity of a scale refers to the question whether we are measuring what we
want to measure.
Different ways to measure Validity
Content validity
Concurrent validity
Predictive validity
Sensitivity
Sensitivity refers to an instrument’s ability to accurately measure the variability
in a concept.

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Scaling

  • 1.
  • 2. Meaning of Measurement and Scaling Measurement: The term ‘measurement’ means assigning numbers or some other symbols to the characteristics of certain objects. When numbers are used, the researcher must have a rule for assigning a number to an observation in a way that provides an accurate description. Scaling: Scaling is an extension of measurement. Scaling involves creating a continuum on which measurements on objects are located. SLIDE 7-1
  • 3. Types of Measurement ScaleNominal scale: This is the lowest level of measurement. Here, numbers are assigned for the purpose of identification of the objects. Any object which is assigned a higher number is in no way superior to the one which is assigned a lower number. Example: • Are you married? (a) Yes (b) No Married person may be assigned a no. 1. Unmarried person may be assigned a no. 2. The assigned numbers cannot be added, subtracted, multiplied or divided. The only arithmetic operations that can be carried out are the count of each category. Therefore, a frequency distribution table can be prepared for the nominal scale variables and mode of the distribution can be worked out. SLIDE 7-2
  • 4. Types of Measurement Scale Ordinal scale: This is the next higher level of measurement. One of the limitations of the nominal scale measurements is that we cannot say whether the assigned number to an object is higher or lower than the one assigned to another option. The ordinal scale measurement takes care of this limitation. An ordinal scale measurement tells whether an object has more or less of characteristics than some other objects. SLIDE 7-3
  • 5. Types of Measurement Scale SLIDE 7-4 Example: Rank the following attributes while choosing a restaurant for dinner. The most important attribute may be ranked one, the next important may be assigned a rank of 2 and so on. In the ordinal scale, the assigned ranks cannot be added, multiplied, subtracted or divided. One can compute median, percentiles and quartiles of the distribution. The other major statistical analysis which can be carried out is the rank order correlation coefficient, sign test.
  • 6. Types of Measurement ScaleInterval scale: The interval scale measurement is the next higher level of measurement. It takes care of the limitation of the ordinal scale measurement where the difference between the score on the ordinal scale does not have any meaningful interpretation. In the interval scale the difference of the score on the scale has meaningful interpretation. It is assumed that the respondent is able to answer the questions on a continuum scale. The mathematical form of the data on the interval scale may be written as Y = a + b X where a ≠ 0 Ratio of the score on this scale does not have a meaningful interpretation. SLIDE 7-5
  • 7. Types of Measurement Scale SLIDE 7-6 Example: The numbers on this scale can be added, subtracted, multiplied or divided. One can compute arithmetic mean, standard deviation, correlation coefficient and conduct a t-test, Z- test, regression analysis and factor analysis.
  • 8. Types of Measurement ScaleRatio scale: This is the highest level of measurement and takes care of the limitations of the interval scale measurement, where the ratio of the measurements on the scale does not have a meaningful interpretation. The mathematical form of the ratio scale data is given by Y = b X. In ratio scale, there is a natural zero (origin). Example: How many chemist shops are there in your locality? How many students are there in the MBA programme at IIFT? All mathematical and statistical operations can be carried out using the ratio scale data. SLIDE 7-7
  • 9. Definition of AttitudeAn attitude is viewed as an enduring disposition to respond consistently in a given manner to various aspects of the world, including persons, events and objects. Components of Attitude: Cognitive component Affective component Intention or action component SLIDE 7-8
  • 10. Classification of Scales Single item vs multiple item scale: In the single item scale, there is only one item to measure a given construct. In multiple item scale, there are many items that play a role in forming the underlying construct that the researcher is trying to measure. This is because each of the item forms some part of the construct which the researcher is trying to measure. SLIDE 7-9
  • 11. Classification of ScalesComparative vs non-comparative scales SLIDE 7-10
  • 12. Classification of Scales Comparative scales – In comparative scales it is assumed that respondents make use of a standard frame of reference before answering the question. Example:- SLIDE 7-11 Classification of Scales
  • 13. Classification of Scales Formats of Comparative Scales – Paired comparison scales Rank order scale Constant sum rating scale Q-sort technique Non-Comparative Scales – In the non-comparative scales, the respondents do not make use of any frame of reference before answering the questions.
  • 14. SLIDE 7-13 Classification of Scales Graphic Rating Scale – This is a continuous scale and the respondent is asked to tick his preference on a graph. Examples: Non-comparative scale Graphic rating scale Itemized rating scale
  • 15. SLIDE 7-14 Classification of ScalesPlease put a tick mark (•) on the following line to indicate your preference for fast food. Alternative Presentation of Graphic Rating Scale – Please indicate how much do you like fast food by pointing to the face that best shows your attitude and taste. If you do not prefer it at all, you would point to face one. In case you prefer it the most, you would point to face seven.
  • 16. SLIDE 7-16 Classification of Scales Examples of Itemized Rating Scales: Likert scale  The respondents are given a certain number of items (statements) on which they are asked to express their degree of agreement/disagreement.  This is also called a summated scale because the scores on individual items can be added together to produce a total score for the respondent.  An assumption of the Likert scale is that each of the items (statements) measures some aspect of a single common factor, otherwise the scores on the items cannot legitimately be summed up.  In a typical research study, there are generally 25 to 30 items on a Likert scale.
  • 17. SLIDE 7-17 Classification of Scales Example of a Likert Scale:
  • 18. SLIDE 7-18 Classification of Scales Semantic Differential Scale This scale is widely used to compare the images of competing brands, companies or services. Here the respondent is required to rate each attitude or object on a number of five-or seven-point rating scales. This scale is bounded at each end by bipolar adjectives or phrases. The difference between Likert and Semantic differential scale is that in Likert scale, a number of statements (items) are presented to the respondents to express their degree of agreement/disagreement. However, in the semantic differential scale, bipolar adjectives or phrases are used.
  • 19. SLIDE 7-20 Classification of ScalesExample of Semantic Differential Scale: (Pictorial Profile)
  • 20. SLIDE 7-21 Classification of ScalesStapel Scale
  • 21. SLIDE 7-23 Criteria for good measurement Reliability Reliability is concerned with consistency, accuracy and predictability of the scale. Methods to measures Reliability Test–retest reliability Split-half reliability Cronbach’s Alpha
  • 22. SLIDE 7-24 Criteria for good measurement Validity The validity of a scale refers to the question whether we are measuring what we want to measure. Different ways to measure Validity Content validity Concurrent validity Predictive validity Sensitivity Sensitivity refers to an instrument’s ability to accurately measure the variability in a concept.