1.

Xe(g) + PtF_(6)(g) to A overset(PtF_(6))underset(25^(@)C) to B overset(PtF_(6))underset(60^(@)C) to C The products A, B and C are respectively.

Answer»

`XE^(+)[PtF_(6)]^(-), [XeF]^(+)[Pt_(2)F_(11)], [XeF]^(+)[Pt_(3)F_(16)]^(-)`
`[XeF]^(+)[PtF_(6)]^(-),[XeF]^(+)[Pt_(3)F_(16)]^(-)`
`[XeF]^(+)[PtF_(6)]^(-), [XeF_(2)]^(+)[Pt_(2)F_(11)]^(-) , [XeF_(3)]^(+)[Pt_(3)F_(16)]^(-)`
`Xe^(+)[PtF_(6)]^(-), [XeF]^(+)[PtF_(6)]^(-), [XeF]^(+) [Pt_(2)F_(11)]^(-)`

Answer :D


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