1. Compute the characteristic time scale Tappr.

2. Compute the characteristic time scale Tqss(D) and verifyif Tqss(D) ? Tappr for all possible values of D.

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D+P = Ka C kd kel D → * which was reduced to a two-species system (for D and C) during the lecture. We assume the same setting as in the lecture, i.e. D is slow and C is fast. Assume the following values: ka = 0.2 µM-min, kd = 200min, kel = 1 min' Do 1 μM.min' Po 10μM, Co = 0μM. = 10μM, D+P = Ka C kd kel D → * which was reduced to a two-species system (for D and C) during the lecture. We assume the same setting as in the lecture, i.e. D is slow and C is fast. Assume the following values: ka = 0.2 µM-min, kd = 200min, kel = 1 min' Do 1 μM.min' Po 10μM, Co = 0μM. = 10μM,

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