An object of mass 'm' of specific heat capacity 'c' and specific latent heat of fusion 'L' is heated up at a constant rate P. If the initial temperature of the object is below its melting point by ΔT, the time taken for the object to completely melt is-

1
\(\frac{m(c\Delta T-L)}{P}\)
2
\(\frac{m(c\Delta T+L)}{P}\)
3
\(\frac{P}{m(c\Delta T+L)}\)
4
\(\frac{P}{m(c\Delta T-L)}\)

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