Respuesta :

PBCHEM
Standard entropy of the compounds of interest are as follows, 
[tex] S^{0} (C6H12O6) [/tex] = 212.1 J/K.mol
[tex] S^{0} (O2) [/tex] = 205.0 J/K.mol
[tex] S^{0} (CO2) [/tex] = 213.6 J/K.mol
[tex] S^{0} (H2O) [/tex] = 69.9 J/K.mol

Now for the reaction: 
C6H12O6(s) + 6O2(g) —->6CO2(g) + 6H2O(l)

ΔS°reaction = ∑[tex] S^{0} products [/tex] - ∑[tex] S^{0} reactants [/tex]
∴ ΔS°reaction =( 6 [tex] S^{0} (CO2) [/tex] + 6 [tex] S^{0} (H2O) [/tex] ) - ([tex] S^{0} (C6H12O6) [/tex] + 6 [tex] S^{0} (O2) [/tex] = 205.0 J/K.mol)
∴ ΔS°reaction = [6 (213.6) + 6 (69.9 )] - [(212.1) + 6(205.0)]
∴ ΔS°reaction = 258.9
The answer is C. 262 J/ K mol.

Molar mass:
C6H12O6212.1 J/K.mol
O2= 205.0 J/K.mol
CO2 = 213.6 J/K.mol
H2O= 69.9 J/K.mol

THE BALANCE IS:
C6H12O6(s) + 6O2(g) —->6CO2(g) + 6H2O(l)

= [6 (213.6) + 6 (69.9 )] - [(212.1) + 6(205.0)]
= 258.9 
=262 J/ K mol.