The values of X, Y, and Z in the following chemical equation are respectively: $ S_8 + X HNO_3 ({conc.}) \rightarrow Y H_2SO_4 + X NO_2 + Z H_2O $

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The values of X, Y, and Z in the following chemical equation are respectively:  $ S_8 + X HNO_3 ({conc.}) \rightarrow Y H_2SO_4 + X NO_2 + Z H_2O $

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Step 1: Balance the reaction for sulfur $S_8$, ensuring that the atoms on both sides are equal for all elements.  Step 2: Given that $X = 48$, $Y = 8$, and $Z = 16$ implies each $S$ in $S_8$ reacts with 6 $HNO_3$ to produce 1 $H_2SO_4$ and 6 $NO_2$, while 2 $H_2O$ molecules are formed per $S_8$ molecule.  Step 3: This stoichiometry provides a complete balance of the equation, satisfying conservation of mass and charge.  Step 4: Thus, the values $X = 48$, $Y = 8$, and $Z = 16$ correctly balance the chemical equation.

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The values of X, Y, and Z in the following chemical equation are respectively:
\( S_8 + X HNO_3 ({conc.}) \rightarrow Y H_2SO_4 + X NO_2 + Z H_2O \)

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The Correct Option is D

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The values of X, Y, and Z in the following chemical equation are respectively: \( S_8 + X HNO_3 ({conc.}) \rightarrow Y H_2SO_4 + X NO_2 + Z H_2O \)