Assertion (A) : Temperature measurement on a Centigrade scale is an example of interval scale.
Reason (R) : In an interval scale, the order of values is important and significant, but the difference between the categories is not really known.
The statement asserts that temperature measurement on a Centigrade scale is an example of an interval scale.
These characteristics align with the definition of an interval scale. Therefore, Assertion (A) is correct.
The reason states that in an interval scale, "the order of values is important and significant, but the difference between the categories is not really known."
Therefore, Reason (R) is incorrect.
Based on the analysis, Assertion (A) is correct, and Reason (R) is incorrect.
Thus, the correct option is that (A) is correct, but (R) is incorrect.
| List I | List II |
| A. Nominal scale | I. Kendall-Tau |
| B. Ordinal scale | II. Mean |
| C. Interval scale | III. True zero |
| D. Ratio scale | IV. Mode |
Which of the following is an attitude measure that places a single adjective in the centre of an even number of numerical values?