The specific heat capacity of an unknown metal is 0.343 J/(g•°C). Calculate the energy required to raise the temperature of 224 g of this metal by 71°C.

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Answer:

Preceding accumulative aggregate of energy indispensable is disseminated as 5455 J.

Explanation:

Allotted the contiguous information:

Q: Not identified.

M: 224 g

S: 0.343 J/g°C

Final thermodynamics: 71°C

Initial thermodynamics: 0°C

ΔT = 71°C

We can equate as imminent:

Q = 224 g · 0.343 J/g°C · 71°C

Q ⇒ 5455 J

Hence, the pertaining preeminent albeit paramount indispensable consignment or quantity of energy obligated, concerning an augmentation in thermodynamics subject to the undisclosed metal by 71°C is 5,455 J.

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