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The enthaplpy changes state for the foll...

The enthaplpy changes state for the following processes are listed below:
`Cl_(2)(g)=2Cl(g)` : `242.3KJmol^(-1)`
`I_(2)(g)=2I(g)` , `151.0KJ mol^(-1)`
`ICl(g)=I(g)+Cl(g)` : `211.3KJ mol^(-1)`
`I_(2)(s)=l_(2)(g)` , `62.76KJ mol^(-1)`
Given that the standard states for iodine chlorine are `I_(2)(s)` and `Cl_(2)(g)` , the standard enthalpy of formation for `ICl(g)` is:

A

`+244.8KJmol^(-1)`

B

`-14.6KJmol^(-1)`

C

`-16.8KJmol^(-1)`

D

`+16.8KJmol^(-1)`

Text Solution

Verified by Experts

The correct Answer is:
D

`I_(2)+Cl_(2)rarr2ICl`
`DeltaH=e_(I_(2)srarrg)+e_(I-I)+e_(Cl-Cl)-2xxe_(I-Cl)`
`=62.76+151.0+242.3-2xx211.3`
`=33.46KJ` for 2 moles of `ICl`
:. `DeltaH//mol=(33.46)/(2)=16.73KJmol^(-1)`
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The enthalpy changes for the following process are listed below : Cl_(2)(g)=2Cl(g)," "242.3" kJ"mol^(-1) I_(2)(g)=2I(g)," "151.0" kJ"mol^(-1) ICl(g)=2I(g)+Cl(g)," "211.3" kJ"mol^(-1) I_(2)(s)=I_(2)(g)," "62.76" kJ"mol^(-1) Given that standard states for iodine and chlorine are I_(2)(s) and Cl_(2)(g) , the standerd enthalpy of formation for ICl(g) is :

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