What are elementary consecutive reactions... | Filo
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For the consecutive unimolecular-type first-order reaction: A k1⟶ R k2⟶ S, the concentration of component ' R ', CR, at any time, ' t ' is given by CR=CAO ·K1[(e^-k1 t)/((k2-k1)) (e^-k2 t)/((k1-k2))] If CA=CAO, CR=Cs=0 at t=0, the time at which the maximum concentration of 'R' occurs is (a) tmax=(k2-k1)/(ln(k2 / k1)) (b) tmax=(ln(k2 / k1))/(k2-k1) (c) tmax=(e^k2 / k1)/(k2-k1) (d) tmax=(e^k2-k1)/(k2-k1) | Numerade
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