Chapter 25: Problem 35
How many different tripeptides can be formed by lysine and alanine?
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Chapter 25: Problem 35
How many different tripeptides can be formed by lysine and alanine?
These are the key concepts you need to understand to accurately answer the question.
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In protein synthesis, the selection of a particular amino acid is determined by the so-called genetic code, or a sequence of three bases in DNA. Will a sequence of only two bases unambiguously determine the selection of 20 amino acids found in proteins? Explain.
When deoxyhemoglobin crystals are exposed to oxygen, they shatter. On the other hand, deoxymyoglobin crystals are unaffected by oxygen. Explain. (Myoglobin is made up of only one of the four subunits, or polypeptide chains, in hemoglobin.)
When a nonapeptide (containing nine amino acid residues) isolated from rat brains was hydrolyzed, it gave the following smaller peptides as identifiable products: Gly-Ala-Phe, Ala-Leu-Val, Gly-Ala-Leu, Phe-Glu-His, and His-Gly-Ala. Reconstruct the amino acid sequence in the nonapeptide, giving your reasons. (Remember the convention for writing peptides.)
Teflon is formed by a radical addition reaction involving the monomer tetrafluoroethylene. Show the mechanism for this reaction.
Molar mass measurements play an important role in characterizing polymer solutions. Number-average molar mass \(\left(\bar{M}_{n}\right)\) is defined as the total molar mass (given by \(\Sigma N_{i} M_{i}\) ) divided by the total number of molecules: $$ \bar{M}_{n}=\frac{\Sigma N_{i} M_{i}}{\Sigma N_{i}} $$ where \(N_{i}\) is the number of molecules with molar mass \(M_{i}\). Another important definition is the weightaverage molar mass \(\left(\bar{M}_{w}\right)\) where $$\bar{M}_{w}=\frac{\Sigma N_{i} M_{i}^{2}}{\Sigma N_{i} M_{i}}$$ The difference between these two definitions is that \(\bar{M}_{w}\) is based on experimental measurements that are affected by the size of molecules. (a) Consider a solution containing five molecules of molar masses \(1.0,3.0,4.0,4.0,\) and \(6.0 \mathrm{~kg} / \mathrm{mol} .\) Calculate both \(\bar{M}_{n}\) and \(\bar{M}_{w}\). (b) \(\bar{M}_{w}\) is always greater than \(\bar{M}_{n}\) because of the square term in the definition. However, if all the molecules have identical molar mass, then we have \(\bar{M}_{n}=\bar{M}_{w} .\) Show that this is the case if we have four molecules having the same molar mass of \(5 \mathrm{~kg} / \mathrm{mol} .\) (c) Explain how a comparison of these two average molar masses gives us information about the distribution of the size of synthetic polymers like polyethylene and poly(vinyl chloride). (d) Proteins like myoglobin and cytochrome \(c\) have the same \(\bar{M}_{n}\) and \(\bar{M}_{w},\) while this is not the case for hemoglobin. Explain.
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