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Multiple Choice
Refer again to the Michaelis-Menten plot of reaction velocity ($v$) versus substrate concentration ($[S]$). In which region is the enzyme saturated with substrate?
A
At high $[S]$, where the curve plateaus near $V_{max}$
B
At low $[S]$, where the curve rises steeply from the origin
C
At the inflection point, where $[S] = K_m$
D
At zero substrate concentration
Verified step by step guidance
1
Step 1: Understand the Michaelis-Menten plot. This plot represents the relationship between reaction velocity (v) and substrate concentration ([S]). The curve typically starts at the origin, rises steeply, and then plateaus as substrate concentration increases.
Step 2: Recall the concept of enzyme saturation. Enzyme saturation occurs when all active sites of the enzyme molecules are occupied by substrate molecules, meaning the enzyme is working at its maximum capacity (Vmax).
Step 3: Analyze the regions of the plot. At low [S], the curve rises steeply because the enzyme has many available active sites, and the reaction velocity increases proportionally with substrate concentration. At high [S], the curve plateaus because the enzyme becomes saturated, and adding more substrate does not increase the reaction velocity further.
Step 4: Consider the inflection point where [S] = Km. Km is the substrate concentration at which the reaction velocity is half of Vmax. This point is significant for understanding enzyme efficiency but does not indicate saturation.
Step 5: Evaluate the given options. The enzyme is saturated with substrate at high [S], where the curve plateaus near Vmax. This is the region where the enzyme cannot process additional substrate molecules faster, as all active sites are occupied.