Using a table of thermodynamics data, calculate delta heat rxn for 2SO + (2/3)O3 -->2SO2
So delta heat is products-reactions. Use the table and fill the values into this equation:2(value of SO2)-(2xvalue of SO+2/3xvalue of O3). Does this make sense?
What table though?
it is delta H so look up a delta H table for these values
I agree with @langenstroer you need to check a table of values for this.
Does it matter which one you use?
It should just be the standard enthalpy (delta H) table.
standard enthalpy of formation
So this one would work?
yep it should work as long as it has the substances you need
Saw SO
SO2
SO2 = -296.1 O3 =142.2
2(value of SO2)-(2xvalue of SO+2/3xvalue of O3). 2(-296.1)-(2*.296.1 +2/3 * 142.2)
Does that look right?
yes that is right!
-84897.84
-592.2-84305.64
I got -1279.2 the 2nd time.
@Photon336
@langenstroer
\[2SO + \frac{ 2 }{ 3 } O3 -->2SO_{2}\]
@staldk3 \[\Delta H = \Delta H_{products}-\Delta H_{reactants}\]
@Photon336 Could you check my answer? It said -1279 was wrong.
@Data_LG2
I think the enthalpy of formation for SO is not there, so I'm not sure.. Take note that \(\sf SO\) is different from \(\sf SO_2\), so they will have different a \(\sf \Delta H°_f\)
\(\sf 2(-296.1) - 2/3(142.2)-2(\Delta H°_f\ {SO})\)
So with a thermo chart would the SO be the S(monoclinic) one or is SO not on that chart?
I'm still viewing the question. For some reason it says I'm not.
@whpalmer4
I just search the std enthalpy of formation of sulfur monoxide and most of the sources says it is 5.01 kJ/mol, so probably you can use that value for your problem :) \(\sf \Delta H_{rxn}=2(-296.1) - 2/3(142.2)-2(5.01)\)
the table should be provided to you by your school or in the textbook you're using
I think before we need to do the calculation, we need to establish concepts
@Data_LG2 I got -697.02
@Photon336
Yeah @hwyl is right.
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