What is the Energy Change for the Formation of 0.39 mol of KI(s)?

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Discussion Overview

The discussion revolves around calculating the energy change for the formation of 0.39 mol of KI(s) using provided thermodynamic data. Participants explore the necessary steps and concepts related to the formation process, including phase transitions and ionization energies.

Discussion Character

  • Homework-related
  • Technical explanation
  • Conceptual clarification
  • Exploratory

Main Points Raised

  • One participant asks how to calculate the energy change for the formation of KI(s) given specific thermodynamic data.
  • Another participant outlines the redox reactions involved in the formation of KI, emphasizing the need to consider gas-phase energies.
  • A participant suggests multiplying the energy values by the mole ratio when calculating for 0.39 mol.
  • There is a request for a step-by-step setup of the calculations due to the complexity of the topic for one participant.
  • Concerns are raised about the process of converting solid potassium to its gaseous state and the implications of ionization.
  • One participant encourages another to attempt solving the problem independently while reviewing the provided energy values.

Areas of Agreement / Disagreement

Participants express varying levels of understanding and comfort with the calculations. There is no consensus on the specific steps to take, and some participants seek more detailed guidance while others encourage self-sufficiency.

Contextual Notes

Some participants indicate a lack of familiarity with the concepts of phase transitions and ionization, which may affect their ability to follow the discussion. The calculations depend on understanding the relationships between the provided energy values and the formation of KI.

parwana
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Calculate the energy change for the formation in kJ of 0.39 mol of KI(s)
given the following information: I2(s) --> I2(g) : 62.44 KJ/mol


K(s) --> K(g) : 180.4 KJ/mol


1/2 I2(g) -->I(g) : 138.05 KJ/mol


K+(g) + e- --> K(g) : -419 KJ/mol



I-(g) --> I(g) + e- : 295.16 KJ/mol

Lattice energy for KI = -649 KJ/mol


E= E(vaporization)+IE+1/2bond energy+EA+lattice energy


how would i do this, should i just add everything up?? but then what about the .39 mol??
 
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First, do the necessary redox chemistry:

2K --> 2K+ + 2e-
I2 + 2e- --> 2I-

2K + I2 --> 2KI

Just add the necessary numbers; but if you multiply any reaction with a number, don't forget to multiply the value with it, too.

And note that the reaction I mentioned can only become in the gaseous phase, so you'll need to use their gas-phase-transition energies given already.

About .39 moles, just multiply the value given for 1.00 moles with .39 to learn how much energy is released (or required) for this amount.
 
ok thanks, but can u set the numbers up, this is highly new to me
 
1) Convert solid potassium to the gaseous one (requires E1)
2) Convert solid iodine to gaseous iodine with noticing its mole ratio (requires E2)
3) Use these data in the redox reaction I posted in my previous thread (requires E3; but one released and one required energies are present here)
4) Subtract the lattice energy from the total you found from 1-3 (releases E4); it is worth noting that the 0.39 moles are to be used here.
5) Relax, as you've solved the problem :wink:
 
i still don't understand how u convert solid potassium to the gaseous state?? I haven't done this yet in class, but for some reason they give us h.w. in advance. Would it be too much if u could solve the problem and explain how u did it??
 
Gasesous state...to become their ions; how is solid K supposed to lose an electron when its bonded strongly (and thus a solid) each other?
 
Dear Parwana,

It is better for you to try to solve the problem by yourself. Please review what you have in hand; there are some energies given which will be used to bring solid potassium to the gaseous one, and ionize it; and also some for sublime iodine and ionize. Just find them and calculate the overall energy for one mol; and as you have less then one mol, multiply the value with the one you have.
 

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