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Consider the trypsin binding-pocket specificity structure scenario and critical AAs interactions within: G226-D189-G216 (see

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a) +A data set = Competitive inhibition,

b) +B data set = non competitive inhibition.

The standard Line-Weaver Burk Plot follows the following equation,

1 Km V Vmax S Vmar

Where, the, Km = Michaelis–Menten constant, signifies enzyme's affinity towards the substrate and Vmax = Maximum velocity.

When you add a specific inhibitor, the inhibitor will change the Km or Vmax or both of the reaction and the apparent Km or Vmax will be higher or lower of the standard enzymatic reaction condition.

Now, from the Enzyme kinetics we know that, for a competitive inhibitor, apparent Km will increase, {K'm > Km}. So, the value of -(1/Km) will come towards zero in the graph but there will be no change in the Vmax as you see in the graph for +A.

But for Non competitive inhibition there will be no change in Km but the apparent Vmax will decrease, so the value of 1/Vmax will go away from the zero as you see in the graph for +B.

c) Competitive inhibitor.

When you see the graph you see that after adding the competitive inhibitor the apparent Km increases. That means the enzyme's affinity towards the substrate decreasing. But how is it possible? because these are the same enzyme we used before. This happen because the competitive inhibitors bind to the active site of the enzyme instead of the substrate. As we can not count the inhibitor's binding to the enzyme for enzyme kinetics calculation it seems like the enzyme's affinity is decreasing.

Now, if you use more substrate (increase substrate concentration) along with the competitive inhibitor, the inhibitors have to compete with more the substrate, so the change of Km will be less. Now, if the substrate concentration is much much more than the concentration of the inhibitor, then there will be almost no effect of the inhibitor as the high substrate concentration will out compete the inhibitors for binding towards the enzyme's active site.

So, the competitive inhibitors will act efficiently at less substrate condition.

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