(d) Consider a reaction A_kan_kb P, wher where A is reactant, I is intermediate, and Pis product. Give the differential
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(d) Consider a reaction A_kan_kb P, wher where A is reactant, I is intermediate, and Pis product. Give the differential
(d) Consider a reaction A_kan_kb P, wher where A is reactant, I is intermediate, and Pis product. Give the differential expressions for the reaction rate of A, 1, and P, if the reaction kinetics is first order. (3 marks) (e) From part (d), sketch two graphs plotting the concentrations of A, I, and P (on y-axis) versus reaction time (x-axis) for the case (i) ko » ko (2 marks) (2 marks) (ii) ko kc ko (f) From part (e), (2 marks) (i) explain the steady state approximation (ii) with this approximation show that a. ka[A] – ky[1] = 0 a. a. [1] = (ky/kx)[A] c. (P] = k./Al, e-koldt = (1 - eku) (A), C. (P1=k (3 marks)
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