MCQ
A cylinder of fixed capacity $44.8$ litre. contains a monatomic gas at standard temperature and pressure. The amount of heat required to cylinder by $10^o C$ will be. ($R=$ universal gas constant)
- A$R$
- B$10R$
- C$20R$
- ✓$30R$
Hence number of moles of gas $\mu = \frac{{44.8}}{{22.4}} = 2$
Since the volume of cylinder is fixed,
Hence ${(\Delta Q)_V} = \mu \omega \;\Delta T$
$ = 2 \times \frac{3}{2}R \times 10 = 30R$
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