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9700 · 2.1

Testing for biological molecules — practice questions

Practice and worked examples for 9700 Testing for biological molecules. Short previews only — attempt the full question in MarkScheme against the official scheme.

Worked example 1

A student tested an unknown food sample.

  1. A portion of the sample was heated with Benedict's solution and turned blue.
  2. Another portion was boiled with dilute HCl, neutralised, then heated with Benedict's solution, and turned brick-red.
  3. A third portion, shaken with ethanol and then added to water, formed a milky white emulsion.
  4. A fourth portion, treated with potassium hydroxide and then copper(II) sulfate solution, remained blue. What biological molecules are present in the food sample? Justify your answer with respect to each test.
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Solution:

  • Reducing sugars: Absent. Test 1 shows the Benedict's solution remained blue, indicating no reducing sugars were present.
  • Non-reducing sugars: Present. Test 2 shows that after hydrolysis and neutralisation, the Benedict's test was positive (brick-red precipitate). This means non-reducing sugars were broken down into reducing sugars, which then reacted.
  • Lipids: Present. Test 3 resulted in a milky white emulsion after adding ethanol and then water, which is a positive result for lipids.
  • Proteins: Absent. Test 4 showed no colour change (remained blue) in the Biuret test, indicating the absence of proteins.

Worked example 2

A biologist prepared a series of standard glucose solutions of known concentrations. They performed the Benedict's test on 2 cm³ of each solution and measured the absorbance of the resulting supernatant using a colorimeter with a red filter. They also tested an unknown fruit juice sample. The results are shown in the table below.

Glucose Concentration (mg cm⁻³)Absorbance (A.U.)
0.00.95
------
2.00.75
4.00.54
6.00.36
8.00.18
Fruit Juice0.45

Plot a calibration curve and determine the concentration of glucose in the fruit juice.

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Solution:

  1. Plot the calibration curve: Plot Absorbance (y-axis) against Glucose Concentration (x-axis) on graph paper. The points should form a downward-sloping line.
  2. Draw a line of best fit: Draw a smooth, straight line of best fit through the plotted points for the standard solutions. The line should pass as close as possible to all points.
  3. Find the unknown concentration: Locate the absorbance of the fruit juice (0.45) on the y-axis.
  4. Extrapolate to the x-axis: Draw a horizontal line from 0.45 on the y-axis across to the line of best fit. From the point of intersection, draw a vertical line down to the x-axis.
  5. Read the concentration: Read the value on the x-axis where the vertical line intersects. This value is the glucose concentration in the fruit juice.
  6. Final Answer: Following these steps on a plotted graph, an absorbance of 0.45 corresponds to a glucose concentration of approximately 5.0 mg cm⁻³.