Biomolecules
Level 2 (Recall & Standard Problems)
Time: 30 minutes Total Marks: 40
Answer all questions. Use for chemistry/math notation where needed.
Q1. Classify carbohydrates into monosaccharides, disaccharides and polysaccharides, giving one example of each. (3 marks)
Q2. Define mutarotation. State the specific rotation values of -D-glucose and -D-glucose and the equilibrium value. (4 marks)
Q3. (a) Draw the zwitterion form of a general amino acid . (2 marks) (b) Define the isoelectric point (pI). For a neutral amino acid with (–COOH) and (–NH), calculate its pI. (3 marks)
Q4. Define the peptide bond and name the four levels of protein structure. (5 marks)
Q5. (a) Distinguish between the lock-and-key and induced-fit models of enzyme action. (3 marks) (b) The Michaelis–Menten equation is . Show that when , . (2 marks)
Q6. For an enzyme with and , calculate the reaction velocity at . (3 marks)
Q7. State the base-pairing rules in DNA and the number of hydrogen bonds in each base pair. Give two structural differences between DNA and RNA. (5 marks)
Q8. Define saponification. Write the products formed when a triglyceride (glyceryl tristearate) reacts with NaOH. (4 marks)
Q9. Classify the following vitamins as fat-soluble or water-soluble: A, B, C, D, E, K. (3 marks)
Q10. Give two differences between peptide hormones and steroid hormones, with one example of each. (5 marks)
End of Paper
Answer keyMark scheme & solutions
Q1. (3 marks)
- Monosaccharides — cannot be hydrolysed to simpler sugars; e.g. glucose, fructose. (1)
- Disaccharides — yield 2 monosaccharides on hydrolysis; e.g. sucrose, maltose. (1)
- Polysaccharides — yield many monosaccharide units on hydrolysis; e.g. starch, cellulose. (1)
Q2. (4 marks)
- Mutarotation: the gradual change in specific rotation of a freshly prepared solution of a sugar until it reaches a constant equilibrium value, due to interconversion of - and -anomers via the open-chain form. (2)
- -D-glucose: ; -D-glucose: . (1)
- Equilibrium value: (≈ ). (1)
Q3. (5 marks) (a) Zwitterion: (net charge zero, –NH and –COO). (2) (b) pI = the pH at which the amino acid exists mainly as the zwitterion with zero net charge (equal +ve and –ve, no net migration in an electric field). (1) (2)
Q4. (5 marks)
- Peptide bond: the amide linkage formed between the –COOH of one amino acid and the –NH of another with loss of water (condensation). (2)
- Primary — sequence of amino acids. (¾)
- Secondary — local folding: -helix / -pleated sheet (H-bonds). (¾)
- Tertiary — overall 3-D folding of a polypeptide. (¾)
- Quaternary — assembly of two or more polypeptide subunits. (¾)
Q5. (5 marks) (a) Lock-and-key: active site has a rigid, pre-formed shape exactly complementary to the substrate (Fischer). Induced-fit: active site is flexible and changes shape on substrate binding to fit it (Koshland). (3: 1½ each) (b) Substituting : (2)
Q6. (3 marks) Set-up (1), substitution (1), answer (1).
Q7. (5 marks)
- Base pairing: A–T (2 H-bonds), G–C (3 H-bonds). (2)
- (In RNA, A pairs with U.)
- Differences (any two, 1½ each): DNA has deoxyribose, RNA has ribose; DNA uses thymine, RNA uses uracil; DNA is double-stranded (helix), RNA is usually single-stranded. (3)
Q8. (4 marks)
- Saponification: alkaline hydrolysis of a fat/oil (ester) to give soap (salt of fatty acid) + glycerol. (2)
- Glyceryl tristearate + 3 NaOH → 3 sodium stearate () + glycerol (). (2)
Q9. (3 marks — ½ each)
- Fat-soluble: A, D, E, K.
- Water-soluble: B, C.
Q10. (5 marks) Differences (any two, 2 marks each) + examples (1 mark):
- Peptide hormones: made of amino acids; water-soluble; bind cell-surface receptors; act via second messengers; fast/short action. e.g. insulin.
- Steroid hormones: derived from cholesterol; lipid-soluble; cross membrane and bind intracellular receptors; act on gene transcription; slower/longer action. e.g. testosterone / estrogen / cortisol. (4 + 1)
[
{"claim":"pI of amino acid with pKa1=2.3, pKa2=9.7 is 6.0","code":"pI=(2.3+9.7)/2\nresult = (pI==6.0)"},
{"claim":"Michaelis-Menten velocity at S=6mM with Vmax=6, Km=2 is 4.5","code":"Vmax=6.0; Km=2.0; S=6.0\nv=Vmax*S/(Km+S)\nresult = (v==4.5)"},
{"claim":"At S=Km, v equals Vmax/2","code":"Vmax,Km=symbols('Vmax Km',positive=True)\nv=Vmax*Km/(Km+Km)\nresult = simplify(v-Vmax/2)==0"},
{"claim":"Saponification of tristearate needs 3 mol NaOH giving 3 soap","code":"NaOH_per_triglyceride=3\nsoap=NaOH_per_triglyceride\nresult = (NaOH_per_triglyceride==3 and soap==3)"}
]