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(PROTEIN) WATER MOLECULE AMINO GROUP

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Figure 3–7<br />

The effect of an activator upon the<br />

velocity and substrate affinity of an<br />

allosteric enzyme. ➤ When the activator<br />

is bound (left hand curve). The apparent<br />

K is decreased (i.e., the affinity is<br />

increased) while the velocity is<br />

increased.<br />

Figure 3–8<br />

The inability of a Lineweaver-Burk plot<br />

to give accurate information about the<br />

apparent K of an allosteric enzyme. ➤<br />

The degree of curvature and any<br />

intersection with the x-axis cannot be<br />

determined.<br />

Enzymes • 61<br />

ceeding from a T-form (T = tense) to an R-form (R = relaxed). A second<br />

way that the kinetics is influenced is with the binding of activator substances<br />

that occupy sites on the enzyme away from the active sites themselves.<br />

In this way, such an enzyme is also induced to change from its<br />

T-form to its R-form at much lower substrate concentrations. This is a<br />

biological way of jump-starting an enzyme to high velocities at lower<br />

substrate concentrations. Figure 3–6 shows a hypothetical enzyme in the<br />

T- and R-forms when bound to activators or multiple substrates<br />

(inhibitors, also shown, are described later).<br />

Figure 3–7 indicates a graph of velocity versus [S] concentration for<br />

an allosteric enzyme without (on the right) and with (on the left) bound<br />

activator substances. Note that with such enzymes K m becomes known as<br />

K apparent (also known as K app or K 0.5) since the K value with allosteric<br />

enzymes is dependent upon activators as well. In the eye, sodiumpotassium<br />

activated ATPase, whose role is of special significance in the<br />

cornea and the ciliary body, serves as an example of an allosteric enzyme.<br />

When one attempts to make a Lineweaver-Burk plot with allosteric<br />

enzymes, however, the line becomes nonlinear and it is impossible to<br />

determine K app (Figure 3–8). There are other graphing techniques that can<br />

solve this problem such as an Eadie-Hofstee plot (Figure 3–9),<br />

(Whikehart, Montgomery, Hafer, 1987).

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