From the heat absorbed equation
We have
q=mc(T2−T1)q=mc(T_2-T_1)q=mc(T2−T1)
m=2000 gc=4.184 J g−1 °C−1m=2000\ g\\c=4.184\ J\ g^{-1}\ \degree C^{-1}m=2000 gc=4.184 J g−1 °C−1
T2=369 Kq=52700 JT_2=369\ K\\q=52700\ \ JT2=369 Kq=52700 J
T2−T1=qmc=527002000×4.184=6.297 KT_2-T_1=\frac{q}{mc}=\frac{52700}{2000\times 4.184}=6.297\ KT2−T1=mcq=2000×4.18452700=6.297 K
T1=T2−6.297=369−6.297=362.7 KT_1=T_2-6.297=369-6.297=362.7\ KT1=T2−6.297=369−6.297=362.7 K
Initial temprature =362.7 K\ =362.7\ K =362.7 K
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