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Do you think that Likert data are likely to be normally distributed Why or why not?
A Likert scale can never generate normally distributed data. One has to know, for example, that intervals within the Likert scale can reasonably be treated as having consistent meaning.
Why should we use Likert scale?
A Likert scale is an ordered scale from which respondents choose one option that best aligns with their view. It is often used to measure respondents’ attitudes by asking the extent to which they agree or disagree with a particular question or statement.
Which is better 4 point or 5 point Likert scale?
A 4 point Likert scale is observed to distort the results. A 5 point Likert scale data is more accurate than the 4 point data. Respondents might not answer at all. In many cases, it is preferable to know that they were neutral rather than having them not answer the question at all.
Which is more accurate 4 point or 5 point Likert scale?
A 4 point Likert scale is observed to distort the results. A 5 point Likert scale data is more accurate than the 4 point data. Respondents might not answer at all. In many cases, it is preferable to know that they were neutral rather than having them not answer the question at all.
How to assess the normality of a Likert scale?
Assessing normality of a Likert scale is one of them. Look at the distribution and imagine you draw a normal distribution: would the data fit into the curve, or would there be gross violations, e. g. are the values shifted to the left or right?
What’s the difference between normal distribution and 5 point Likert?
Basically, how far a typical* observation is from the mean. Normal distribution is a continuous distribution while 5-point Likert-type scale is an ordinal variable, so by definition it is not normally distributed.
How to check the normality of survey data collected on?
How to Check the normality of survey data collected on likert scale questionnaire? Join ResearchGate to ask questions, get input, and advance your work. You don’t need to do a normality test; it’s non-normal. A Likert scale can never generate normally distributed data.