The number of chlorine atoms present in the organic products \(X\) and \(Y\) of the following reactions respectively are: \[ {C6H6 + Cl2 →[Anhyd. AlCl3][dark] X} \] \[ {C6H6 + 3Cl2 →[500K] Y} \]
To solve this problem, let's analyze each reaction separately to determine the organic products \(X\) and \(Y\) involved and the number of chlorine atoms present in each.
\(C_6H_6 + Cl_2 \overset{\text{Anhyd. AlCl}_3}{\longrightarrow} X\)
This is an example of a Friedel-Crafts alkylation reaction where benzene \((C_6H_6)\) reacts with chlorine \((Cl_2)\) in the presence of an anhydrous aluminum chloride catalyst \((\text{AlCl}_3)\). This reaction results in the substitution of one hydrogen atom in benzene with one chlorine atom, forming chlorobenzene \((C_6H_5Cl)\).
Therefore, \(X = C_6H_5Cl\), which contains 1 chlorine atom.
\(C_6H_6 + 3Cl_2 \overset{500\text{K}}{\longrightarrow} Y\)
At a higher temperature of 500 K, benzene undergoes an addition reaction with chlorine. This leads to the formation of a fully chlorinated product, benzene hexachloride or hexachlorocyclohexane \((C_6H_6Cl_6)\). All six hydrogen atoms in benzene are replaced by chlorine atoms.
Therefore, \(Y = C_6H_6Cl_6\), which contains 6 chlorine atoms.
Combining these results, the number of chlorine atoms in products \(X\) and \(Y\) are 1 and 6 respectively.
Thus, the correct answer is: 1 and 6.