This enzyme follows Michaelis-menten mechanism , Km (Michaelis-menten constant ).
we have v0 (initial rate ) = kcat [E]0 [S]0 / [S]0 + Km
[E]0 = initial conc. of enzyme ; [S]0 = initial conc. of substrate
(a) by initial rate methods,
For a given [E]0 and [S]0 , the
rate of product formation becomes
independent of [S]0 initially, reaching a maximum value
known as the maximum velocity,
vmax.
we have substrate conc. comparable with Km ; [S]0 ~ Km
we get , v0 = kcat [E]0 / 2
Since , vmax = kcat [E]0 ; so vmax = 2* v0
vmax = 40 (µmol / mL-s ) * 2 = 80 µmol / mL-s
(b) kcat for enzyme,
we have, v0 = kcat [E]0 [S]0 /
[S]0 + Km
putting values , 40 µmol / mL-s = kcat* 5 nanomol / mL*150*10-6 M / 150*10-6 M + 9 * 10-5 M
or 40 µmol / mL-s = kcat* 5 nanomol / mL*150*10-6 M / 24*10-5 M = kcat* 5 nanomol / mL* 0.625
kcat = (40 *10-6 mol / mL-s ) / 3.125*10-9 mol / mL = 12800 s-1
(c) the catalytic efficiency of the enzyme is enzyme is the ratio of kcat /Km
catalytic efficiency of the enzyme = kcat / Km = 12800 s-1 / 9 * 10-5 mol/L = 1.42 *108 L mol-1 s-1
(d)
The efficiency may reach its maximum value of the rate
constant for the formation of a complex from two species that are
diffusing freely in solution, the maximum efficiency is related to
the maximum rate of diffusion of E and S in
solution. The limit that the rate of reaction is
governed by the rate at which the reactant molecules diffuse
through the solvent leads to rate
constants of about 108–109 L mol−1 s−1 for
molecules as large as enzymes.
This enzyme with catalytic efficiency of the
enzyme 1.42 *108 L mol-1 s-1 and
have
attained ‘catalytic perfection’, since the rate of the
reaction it catalyses is
controlled only by diffusion: it catalyzes reaction as soon as a
substrate make contact.
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