Students of two sections $A$ and $B$ of a class show the following results in a test conducted for $100$ marks. Then
Section $A$ Section $B$ Number of students $50$ $60$ Average marks in the test $45$ $45$ Variance of distribution of marks $64$ $81$
| Section $A$ | Section $B$ | |
| Number of students | $50$ | $60$ |
| Average marks in the test | $45$ | $45$ |
| Variance of distribution of marks | $64$ | $81$ |
- Avariability of section $B >$ variability of section $A$
- Bvariability of section $A >$ variability of section $B$
- Cvariability of section $A = $ variability of section $B$
- DThe data is not sufficient to compare the variability of the sections
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