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The rate of reaction is expressed as : `(1)/(2)(+d)/(d t)[C] = (1)/(3)(-d)/(d t)[D] = (1)/(4)(+d)/(d t)[A] = -(d)/(d t)[B]` The reaction is:A. `(1)/(4)A + (1)/(2)(C ) rarr B+(1)/(3)D`B. `4A + 2C rarr B + 3D`C. `B + 3D rarr 4A + 2C`D. (d) `B + (1)/(3)D rarr (1)/(4)A + (1)/(2)C` |
Answer» Correct Answer - C Rate `= (1)/(2)(d[C])/(d t) = (1)/(3) (-d[D])/(d t) = (1)/(4)(d[A])/(d t) = (-d[B])/(d t)` `:.` Stoichiometric coefficient of `B = 1` Stoichiometric coefficient of `D = 3` Stoichiometric coefficient of `A = 4` Stoichiometric coefficient of `C = 2` Therefore, the reaction is : `B + 3D rarr 4A +2C` |
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