- ANumber of molecules
- BAtomic number
- CMass number
- ✓Number of moles
Writing the units of all the terms of Right Hand Side, in $SI$ units
$n=\frac{(P a) \times\left(m^{3}\right)}{(J / mol / k) \cdot(k)}$
$n=\frac{\left(\frac{N}{m^{2}}\right) \cdot\left(m^{3}\right)}{\left(\frac{J}{\text { mol. K }}\right) \cdot(k .)}$
$n=\frac{\frac{ kgm }{ s ^{2} \cdot m ^{2}} \cdot m ^{3}}{\frac{ kg m ^{2}}{ s ^{2} \cdot mol \cdot K } \cdot K .}$
$n=\operatorname{mol}$. [All other terms cancel out]
Correct choice - option - $D$
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$U =\frac{\alpha}{ r ^{10}}-\frac{\beta}{ r ^{5}}-3$
where, $\alpha$ and $\beta$ are positive constants. The equilibrium distance between two atoms will be $\left(\frac{2 \alpha}{\beta}\right)^{\frac{a}{b}},$ where a $=$ ..........