"q=mCdt"
where "m,c" and "dt" represent mass of metal,specific heat capacity and change in temperature respectively.
By substituting the values of the variables above,
"107=75 \\times C \\times 1.5 \\space Cal"
"C=\\frac{107 }{75 \\times 1.5} \\space Cal\/gm-\\degree C" "=0.951 \\space Cal\/gm-\\degree C" "=0.951 \\times 4.184 \\approx 4 J\/gm-\\degree C"
The highest specific heat capacity of a metal is 3.56 (in same units) which is for lithium.
So,the metal as illustrated in the question is not practically possible.
This can be water"(C=4.2)" or some other liquid with specific heat capacity 4.
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