Calculate the efficiency of an ice making machine that takes in water at 10°C and produces ice at a temperature of -7°C. Water is taken in at a rate of 1 kg every 4 minutes. The input power of the machine is 400 W. The specific heat capacity of water is 4187 Jkg−1K−1 and its specific latent heat of fusion is 334 Jkg−1.
"Pt = mc_w\u2206T + mL + mc_i\u2206T\\\\"
"\\begin{aligned}\nP(4\u00d760s)= &\\ ( 1)(4187)(10) + (1)(334) +\\\\& \\ (1)(4187)(7)\\\\\n=&\\ 297.97W\n\n\\end{aligned}"
Efficiency = "\\dfrac{297.97}{400 }\u00d7 100\\% =74.49\\%"
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