Fundamentals of Biochemistry: Life at the Molecular Level
Fundamentals of Biochemistry: Life at the Molecular Level
5th Edition
ISBN: 9781118918401
Author: Donald Voet, Judith G. Voet, Charlotte W. Pratt
Publisher: WILEY
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Chapter 7, Problem 1E
Summary Introduction

To estimate: The K value from the given data that describes the ligand binding to a protein.

Concept introduction: Dissociation constant is the equilibrium constant at which the ligand dissociates from the protein. It is denoted as K. Y is fractional saturation of the ligand occupying the ligand-binding site in the protein, or it can be defined as the number of ligands that has dissociated from the protein. K is achieved when fractional saturation is half at a particular ligand concentration.

Expert Solution & Answer
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Answer to Problem 1E

Answer: The dissociation constant is estimated by plotting the values in a graph and finding the ligand concentration when Y is 0.5 (half of fractional saturation).

Pictorial representation:

Fig.1 shows a graph with ligand (mM) in the X-axis and Y in the Y-axis.

Fundamentals of Biochemistry: Life at the Molecular Level, Chapter 7, Problem 1E

Fig.1: Graph of ligand (mM) vs Y to estimate K.

Explanation of Solution

Explanation:

When fractional saturation is half, it means that the ligand has occupied half of the ligand binding site in the protein. When fractional saturation is half, half of the ligand is bound to half the number of proteins in the medium. Half of proteins and half of ligands are free in the medium. This can be called as the equilibrium state of the ligand-protein binding reaction, and thus K is obtained at half of the fractional saturation.

A graph is plotted with ligand concentration in mM on the X-axis and Y, the fractional saturation, on the Y-axis with the given data. At half of fractional saturation, that is, at equilibrium state, the corresponding ligand concentration is 0.6 Mm, which is evident from the graph.

Conclusion

Conclusion: From the graph plotted for the given values, the K value is 0.6mM.

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