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Question: The hybridisation of \(BeC{l_2}\) in the solid state and above the \(1200k\) respectively is : \(...

The hybridisation of BeCl2BeC{l_2} in the solid state and above the 1200k1200k respectively is :
(1)sp3,sp3\left( 1 \right)s{p^3},s{p^3}
(2)sp3,sp2\left( 2 \right)s{p^3},s{p^2}
(3)sp2,sp2\left( 3 \right)s{p^2},s{p^2}
(4)sp3,sp\left( 4 \right)s{p^3},sp

Explanation

Solution

Hybridization is a process in which the atomic orbitals merge to form a degenerated new orbitals. Here the BeCl2BeCl_2, in which the atomic number of be is 4 and it has two electrons to share while forming a bond . The chlorine atoms will share each one electron .

Complete step by step answer:
ClBeClCl - Be - Cl
If we see becl2 then the above structure will come to our mind , but actually it is not true in the solid state of this molecule . In solid state two Chlorine atoms donate a pair of electrons to the beryllium in the 45{45^ \circ } forming coordination bond. This will lead to form 44bonds with the beryllium , two chlorine forms covalent bonds and two will form coordination bonds , which will give the hybridizationsp3s{p^3}. Basically we can say that in solid state the BeCl2BeC{l_2}is present in the polymeric chain.

But if we look at the gaseous state , the $BeC{l_2}$is in equilibrium with both the linear $BeC{l_2}$ and the dimerized form ${\left( {BeC{l_2}} \right)_2}$ in dimerized form each beryllium is attached to three chlorine and thus giving it $s{p^2}$hybridization. Here the question asked the hybridization above $1200k$ , in this case the dimerize form actually breaks leaving behind the linear form of becl2 . so in this case the hybridization will be $sp$ hybridization . so the answer is $\left( 4 \right)s{p^3},sp$ **Additional information:** Trick to find the hybridization of a molecule : $0.5\left( {V + M - C + A} \right)$ Where $S{p^3},S{p^3}$ $V = $ number of Valence electrons $M = $ Number of monovalent atoms $C = $ Cation charge $A = $ anion charge Put all the value in the above formula and solve it . Then compare the answer with the following hybridization form . $sp = 2$ $s{p^2} = 3$ $s{p^3} = 4$ $s{p^3}d = 5$ $s{p^3}{d^2} = 6$ **Note:** Try to remember the trick formula which will help you to find your answer easily . All the alkali , halogens and hydrogen are monovalent atoms . Remember the positive charge is to be subtracted and vice versa .