RESEARCH DIARIES: ENTRY 5: Scaling Techniques: Likert Scale
Scaling techniques is a big chapter. So, rather than writing a big blogpost covering many of them in one go, let us get started with the first and the most popular one (rating scale / Likert Scale)
Rating Scale: A type of question to learn about how respondents feel about the item being surveyed. The respondents are asked to rate something from "Very Good" to "Very Bad". It is a variant of MCQs (Multiple Choice Questions). These are also called "Categorial Scales". One can use two to seven points scales (or even more), as, there is no rule about how many points scale can be used. But generally, three to seven points scales are used. It is advised by some that the number of point scales should not be odd, but even, as even number of points scales will not allow the respondents to display the "central tendency ticking" behaviour.
For example, if the scale were:
[ ]Very Good [ ] Good [ ] Neutral [ ] Bad [ ] Very Bad
A person might choose Neutral in all the answers and that response will not be of much use.
But, if the scale were:
[ ]Very Good [ ] Good [ ] Bad [ ] Very Bad
it would not be possible to choose neutral in all the answers
1.1 Graphic Rating Scales: (Most popular example of this is the Likert Scale): Here the respondents can select an option on a scale. One extreme is presented on one side, while other extreme is presented on the other side. It has applications in Marketing, HR etc. An example:
Overall Likert scale scores are sometimes treated as interval data. These scores are considered to have directionality and even spacing between them
The type of data determines what statistical tests you should use to analyze your data."
Further, according to website, Likert Scale Definition, Examples and Analysis | Simply Psychology
How can you analyze data from a Likert scale?
The response categories in Likert scales have a rank order, but the intervals between values cannot be presumed equal.
Therefore, the mean (and standard deviation) are inappropriate for ordinal data (Jamieson, 2004)
Statistics you can use are:
• Summarize using a median or a mode (not a mean as it is ordinal scale data ); the mode is probably the most suitable for easy interpretation.
• Display the distribution of observations in a bar chart (it can’t be a histogram, because the data is not continuous).