Calculate the value of $(x - y)$ for $X e O F_{4}$ , where $x$ = total number of lone pairs in $X e O F_{4}$ and $y$ = total number $d π - p π$ bonds in $X e O F_{4}$ .

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Solution

Total number of lone pairs $(x)$ = $15$
Number of $d π - p π$ bonds $(y)$ = $1$
$∴$ $x - y$ = 14

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