$A g_{2} S + 2 N a C N a i r ⇌ X + N a_{2} S$
Find the value of magnetic moment of X.

\sqrt{3}

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\sqrt{1} 5

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\sqrt{8}

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Solution

The correct option is D 0
Reaction:
$A g_{2} S + 2 N a C N a i r ⇌ 2 N a [A g (C N)_{2}] + N a_{2} S$
+1
$A g^{+} = s p$ hybridization and linear geometry
$d^{10}$ configuration so no unpaired d-electron and zero magnetic moment.

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Similar questions

A g_{2} S + 2 N a C N a i r ⇌ X + N a_{2} S

\begin{matrix} N a_{2} S & + & X & ⟶ & N a_{2} [F e (C N)_{5} (N O S)] p u r p l e c o l o r \end{matrix}

N a_{2} S + N a_{2} [F e (C N)_{5} N O] ⟶ X (p u r p l e c o l o r)

K_{s p}

K_{s p} (B i_{2} S_{3}) = 1.2 \times 10^{- 98};

K_{s p} (A g_{2} S) = 4 \times 10^{- 48};

K_{s p} (N i S) = 1.6 \times 10^{- 25}

X^{+}

N a_{2} S

N i S

A g_{2} S .

K_{s p}

X^{+}

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