Year 7 Science · Unit 2 · Lesson 9
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Learning Goals
Because… chain
Fill in the missing effects. Each cause leads to the next step in separating ink dyes by paper chromatography.
Overall outcome:
Scenario
A forensic scientist at the Australian Federal Police lab is analysing an unknown ink sample from a document used in a fraud case. She runs paper chromatography and measures the distance each dye spot travels. The solvent front travels 10.0 cm. The table below shows her results alongside the known Rf values for four standard dyes in the same solvent.
| Dye | Known Rf value |
|---|---|
| Dye A (cyan) | 0.85 |
| Dye B (yellow) | 0.62 |
| Dye C (magenta) | 0.45 |
| Dye D (black pigment) | 0.22 |
The unknown ink produced spots at: 8.5 cm, 4.5 cm and 2.2 cm from the baseline.
(a) Calculate the Rf value for each spot in the unknown ink. Show your working for at least one calculation.
(b) Which dyes are present in the unknown ink sample? Predict which standard dye pen could have made this mark. Justify your answer using the Rf values.
1. Explain why Rf values are useful for identifying unknown substances. Why must the same solvent always be used when comparing Rf values?
2. Distillation and chromatography both separate mixtures, but they work very differently. Name one type of mixture that distillation is better for, and one type that chromatography is better for. Explain why each technique suits its chosen mixture.
Wrap Up
In one sentence, what was the main idea of this lesson?