Biochemistry: Concepts and Connections
Biochemistry: Concepts and Connections
1st Edition
ISBN: 9780321839923
Author: Dean R. Appling, Spencer J. Anthony-Cahill, Christopher K. Mathews
Publisher: PEARSON
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Chapter 6, Problem 11P

Theoretical and experimental measurements show that in many cases, the contributions of ionic and hydrogen-bonding interactions to ΔH for protein folding are close to zero. Provide an explanation for this result. (Hint: Consider the environment in which protein folding occurs.)

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affinity of a protein-protein or protein-ligand interaction can be described by the Dissociation Constant, Kd (written below). Consider a protein P and its inhibitor, I. I inhibits P's activity when bound to it: koff _ [A][B] Dissociation Constant: Ka = koN [AB] Question When [I] is 10-7 M, 99% of P's activity is inhibited. What is the Kd of this Protein- Inhibitor interaction?
Theoretical and experimental measurements show that in many cases, thecontributions of ionic and hydrogen-bonding interactions to ΔH for proteinfolding are close to zero. Provide an explanation for this result.
Consider the dissociation reaction for a protein-ligand complex:  P•L    P  +  L A.  Sketch a binding curve (fractional saturation θ  vs. ligand concentration [L]) for this protein-ligand complex (ligand A).   Show where on that curve you could obtain the dissociation equilibrium constant Kd for the reaction. B.  Now sketch on the same axes a θ  vs. [L] plot for a different ligand (B) that binds more weakly than the first ligand.    C.  Does the weaker binding ligand have a higher, or lower, Kd than the tighter binding ligand? D.  Sketch a binding curve for a cooperatively bound ligand with K0.5 higher than that of Kd for A or B.  (Note:  for cooperative binding, each protein molecule would have to have more than 1 binding site for the ligand; K0.5 is the experimentally determined ligand concentration that gives θ = 0.5.)
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Biomolecules - Protein - Amino acids; Author: Tutorials Point (India) Ltd.;https://www.youtube.com/watch?v=ySNVPDHJ0ek;License: Standard YouTube License, CC-BY