Match the rate expressions in LIST-I for the decomposition of X with the corresponding profiles provided...

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Match the rate expressions in LIST-I for the decomposition of X with the corresponding profiles provided in LIST-II. X, and k are constants having appropriate units. LIST-I (1) (II) (III) k[x] X₂ +[X] under all possible initial concentrations of X rate = rate = k[X] X + [X] where initial concentrations of X are much less than X₂ k[X] Xs +[X] where initial concentrations of X are much higher than X, rate = (P) (Q) (R) half life (1/2) half life (1/2) rate LIST-II initial concentration of X initial concentration of X initial concentration of X (IV) k[x]² X₂ +[X] where initial concentration of X is much higher than X, rate = (A) I→ P; IIQ; III → S; IV → T (C) I→ P; II→ Q; III →Q; IV → R (S) E [x]u[ [x] time time (B) I→ R; II→ S; III → S; IV → T (D) I→ R; II→ S; III → Q; IV → R Match the rate expressions in LIST-I for the decomposition of X with the corresponding profiles provided in LIST-II. X, and k are constants having appropriate units. LIST-I (1) (II) (III) k[x] X₂ +[X] under all possible initial concentrations of X rate = rate = k[X] X + [X] where initial concentrations of X are much less than X₂ k[X] Xs +[X] where initial concentrations of X are much higher than X, rate = (P) (Q) (R) half life (1/2) half life (1/2) rate LIST-II initial concentration of X initial concentration of X initial concentration of X (IV) k[x]² X₂ +[X] where initial concentration of X is much higher than X, rate = (A) I→ P; IIQ; III → S; IV → T (C) I→ P; II→ Q; III →Q; IV → R (S) E [x]u[ [x] time time (B) I→ R; II→ S; III → S; IV → T (D) I→ R; II→ S; III → Q; IV → R

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