Energy required to make 2.0 kg of steam

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Homework Help Overview

The problem involves calculating the energy required to convert a specific mass of water into steam, focusing on the thermal energy needed to heat the water and then vaporize it. The subject area pertains to thermodynamics and phase changes.

Discussion Character

  • Exploratory, Conceptual clarification, Mathematical reasoning

Approaches and Questions Raised

  • The original poster attempts to break down the total energy required into components for heating the water and for the phase change to steam. Some participants affirm the reasoning presented, while others express appreciation for the help received.

Discussion Status

The discussion appears to have reached a point where the original poster seeks confirmation of their calculations. Affirmations from other participants suggest that the reasoning is understood, though explicit consensus on the correctness of the final answer is not established.

Contextual Notes

Participants mention uncertainty regarding the equations applicable to the problem, indicating a potential lack of clarity on the underlying principles of thermodynamics involved in the calculations.

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Homework Statement


A container holds 8.0 kg of water at 25 ˚C. How much energy must be added to the water to create 2.0 kg of steam?

Homework Equations


To be honest, not sure. SO MANY equations were given, and I don't know what is a variation of what.

The Attempt at a Solution


Q_total = Q_warm water + Q_boil water
=mc_wt+m_sL_v
= (8.0 kg)(4200 J/(kg* degrees C))(100 degrees C - 25 degrees C)+(2.0 kg)(2.3x10^6)
=2520000 J + 4600000 J
=7120000 J
=7.1 x 10^6 J

Therefore 7.1 x 10^6 J of heat energy have to be added to the water to create 2.0 kg of steam.

Does that make any sense?
 
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LonelyElectron said:
Does that make any sense?
Yes, it makes a lot of sense.
 
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kuruman said:
Yes, it makes a lot of sense.

Okay perfect! So its correct? You guys are the best. I hope you know how much your help is appreciated!
 
LonelyElectron said:
So its correct?
Yes, it's correct.
 
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