And again $\frac{{46.5 - 40.5}}{t} = \frac{3}{{41.5}}\left( {\frac{{46.5 + 40.5}}{2} - 22.5} \right)$
==> $\frac{6}{t} = \frac{3}{{41.5}} \times 21$ ==> $t = \frac{{82}}{{21}}\tilde - 4$ $minute.$

| Column $I$ | Column $II$ |
| $(A)$ Bimetallic strip | $(p)$ Radiation from a hot body |
| $(B)$ Steam engine | $(q)$ Energy conversion |
| $(C)$ Incandescent lamp | $(r)$ Melting |
| $(D)$ Electric fuse | $(s)$ Thermal expansion of solids |