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A 36.2-g sample of metal at 94.7oC is mixed with water (initially at 25.4oC) in a...

A 36.2-g sample of metal at 94.7oC is mixed with water (initially at 25.4oC) in a calorimeter. If the calorimeter constant is 46.2 J/K, final temperature is found to be 28.8oC, and the amount of heat absorbed by the water was determined to be 943 J, calculate the specific heat of the metal.

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Answer #1

We have the heat transfer equation, Q = m * C * T, where m is mass of metal, C is the Specific heat constant and T is the temperature change. Since the calorimeter absorbed 943 J, Substituting The values:

943 = 36.2 * 10 -3 * C * (94.7 - 28.8)

Solving, we have: C = 395.29 J / kg-K

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