MCQ
Each question consists of two statements, namely, Assertion $(A)$ and Reason $(R).$ For selecting the correct answer: use the following code:
| Assertion $(A)$ | Reason $(R)$ |
| If the median and mode of a frequency distribution are $150$ and $154$ respectively, then its mean is $148.$ | Mean, median and mode of a frequency distribution are related as: mode $= 3$ median $- 2$ mean |
- ✓Both Assertion $(A)$ and Reason $(R)$ are true and Reason $(R)$ is a correct explanation of Assertion $(A).$
- BBoth Assertion $(A)$ and Reason $(R)$ are true but Reason $(R)$ is a not a correct explanation of Assertion $(A).$
- CAssertion $(A)$ is true and Reason $(R)$ is false.
- DAssertion $(A)$ is false and Reason $(R)$ is true.