| Measure | Value |
|---|
The rate follows the Michaelis-Menten equation, v = Vmax[S] ÷ (Km + [S]), with Km = 2 mM and Vmax = 10 µmol/min for 1 unit of enzyme at its best temperature and pH. A competitive inhibitor multiplies Km by (1 + [I]/Ki); a pure noncompetitive inhibitor divides Vmax by (1 + [N]/Ki). Temperature uses Q10 = 2 below the optimum and denaturation above it; pH uses a bell curve around the optimum. Denaturation here is shown as instant and reversible so you can explore; real heat denaturation is often permanent. Animation speed is exaggerated.
Problems are randomly generated. Values are realistic teaching values. The worked solution builds step by step; units that cancel are struck through in red.
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Fictional people and teaching data with rounded values. Not medical advice.
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