Asked by nandhu
calculate the enthalpy change for the allotropic transformation of sulphur in the monoclinic form to sulphur in the rhombic form from the following data's
1.S+oxygen gives sulphurdioxide,Delta H is equal to-295.1KJ
2.sulphur +oxygen gives sulpherdioxide,Delta H is equal to -296.KJ
1.S+oxygen gives sulphurdioxide,Delta H is equal to-295.1KJ
2.sulphur +oxygen gives sulpherdioxide,Delta H is equal to -296.KJ
Answers
Answered by
DrBob222
Note: Data is the plural of datum. Apostrophe not needed.
Let Sr = sulfur rhombic and Sm = sulfur monoclinic.
You don't specify which is which; however, check your data.
I found Sr + O2 ==> SO2(g) dH = -296.06
......... Sm + O2 --> SO2(g) dH = -296.36.
If we assume your data to be mean #1 is monoclinic
.........Sm + O2 ==> SO2(g) dH = -295.1 and #2 to be rhombic so
........Sr + O2 ==> SO2(g) dH = -296.
Take equation 1 and add to the reverse of equation 2 like this.
.............Sm + O2 ==> SO2(g) dH = -295.1
.............SO2(g) ==> Sr + O2 dH = +296
------------------------------------------------------------
...........Sm ==> Sr -295.1 + 296 = +?
If I have assumed incorrectly you can easily change the two equations and get your answer. Again, please check your numbers.
Let Sr = sulfur rhombic and Sm = sulfur monoclinic.
You don't specify which is which; however, check your data.
I found Sr + O2 ==> SO2(g) dH = -296.06
......... Sm + O2 --> SO2(g) dH = -296.36.
If we assume your data to be mean #1 is monoclinic
.........Sm + O2 ==> SO2(g) dH = -295.1 and #2 to be rhombic so
........Sr + O2 ==> SO2(g) dH = -296.
Take equation 1 and add to the reverse of equation 2 like this.
.............Sm + O2 ==> SO2(g) dH = -295.1
.............SO2(g) ==> Sr + O2 dH = +296
------------------------------------------------------------
...........Sm ==> Sr -295.1 + 296 = +?
If I have assumed incorrectly you can easily change the two equations and get your answer. Again, please check your numbers.
There are no AI answers yet. The ability to request AI answers is coming soon!
Submit Your Answer
We prioritize human answers over AI answers.
If you are human, and you can answer this question, please submit your answer.