Chemistry/physics-molar heat capacity?

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SUMMARY

The discussion centers on calculating the molar heat capacity of cobalt using the formula Q = n x c x T. Given that 5.00 J of heat raises the temperature of 1.50 g of cobalt by 3.42 degrees Celsius, the molar heat capacity is determined to be 57.4 J mol-1 K-1, corresponding to option D. The participants clarify that the change in temperature is equivalent in both Celsius and Kelvin scales, negating the need to convert to Kelvin for this calculation.

PREREQUISITES
  • Understanding of the heat transfer equation Q = n x c x T
  • Knowledge of molar mass, specifically cobalt's molar mass of 58.9 g/mol
  • Familiarity with temperature scales, particularly Celsius and Kelvin
  • Basic principles of thermodynamics related to heat capacity
NEXT STEPS
  • Study the concept of molar heat capacity in detail
  • Learn about the differences between specific heat capacity and molar heat capacity
  • Explore thermodynamic equations and their applications in calorimetry
  • Investigate the properties of cobalt and its applications in various fields
USEFUL FOR

This discussion is beneficial for chemistry students, educators, and anyone interested in thermodynamics and heat transfer calculations, particularly in the context of calorimetry and material properties.

monarchus
Chemistry/physics--molar heat capacity?

Homework Statement



When 5.00 J of heat are added to 1.50 g of cobalt, its temperature rises by 3.42 degree celsius. What is the molar heat capacity o cobalt in J mol-1 K-1?

A) 0.710
B) 0.875
C) 2.30
D) 57.4


P.S. if your answer is A, please explain why you want to add 273 to the change of the temperature to make it Kelvin. Wasn't change of temperature is the same no matter it is in the form of degree Celsius or Kelvin?

thank you.


Homework Equations



Q = n x c x T

Q = heat evolved
n = number of moles
c = molar heat capacity
T = change in temperature



The Attempt at a Solution



5 = (1.5 / 58.9 ) x c x 3.42

c = 57.4



 
Last edited by a moderator:
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D is the correct answer. You are right, delta T is the same regardless of whether you use Kelvin or Celsius scale.
 

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