MCQ
A rough vertical board has an acceleration $‘a’$ so that a $2$ kg block pressing against it does not fall. The coefficient of friction between the block and the board should be


- ✓$ > g/a$
- B$ < g/a$
- C$ = g/a$
- D$ > a/g$

i.e. $F > mg$
==> $\mu (R) > mg$
==> $\mu (ma) > mg$
==> $\mu > \frac{g}{a}$
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Assertion $A$ : A spherical body of radius $(5 \pm 0.1)$ $mm$ having a particular density is falling through a liquid of constant density. The percentage error in the calculation of its terminal velocity is $4\,\%$.
Reason $R$ : The terminal velocity of the spherical body falling through the liquid is inversely proportional to its radius.
In the light of the above statements, choose the correct answer from the options given below on :