Explain the scales of measurement with the help of examples.

1. Nominal scale of measurement

The nominal scale of measurement defines the identity property of data. This scale has certain characteristics, but doesn’t have any form of numerical meaning. The data can be placed into categories but can’t be multiplied, divided, added or subtracted from one another. It’s also not possible to measure the difference between data points.

Examples of nominal data include eye colour and country of birth. Nominal data can be broken down again into three categories:

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