When measuring very low concentrations of pollutants in water, which unit is most suitable?
- Molarity (mol L\(^{-1}\))
- Parts per million (ppm)
- Percentage by mass
- Volume percent (% v/v)
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When measuring very low concentrations of pollutants in water, which unit is most suitable?
\(B\)
→ Parts per million (ppm) is a unit used to express very low concentrations. One ppm means that there is 1 part of solute per 1,000,000 parts of solution. This unit is ideal for detecting small amounts of pollutants in large volumes of water, where concentrations are generally too low to be expressed effectively in molarity or percentage terms.
→ Molarity is a common unit for concentration but is better suited for more moderate to high concentrations in laboratory and industrial contexts, rather than for trace pollutants in water.
→ Percentage by mass and volume percent (% v/v) are typically used for relatively larger concentrations and are not as effective for expressing concentrations as low as parts per million.
\(\Rightarrow B\)
A student is investigating the concentration of copper ions in a water sample collected from a local river. They use an instrument to determine that the sample contains copper ions at a concentration level of 1.75 ppm.
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a. \(3.5\ \text{mg}\)
b. Benefits of using ppm as a concentration measurement.
→ Parts per million (ppm) is suitable for measuring low concentrations of ions because it represents the mass of solute per million parts of solution, making it ideal for detecting trace levels of substances.
→ This unit allows for easy comparison of small concentrations, which is especially useful in environmental studies where contaminants are present in very low amounts.
a. \(1\ \text{ppm} = 1\ \text{mg/L}\)
\(\therefore \ce{[Cu^{2+}]} = 1.75\ \text{mg/L}\)
\(m\ce{(Cu^{2+})} = 1.75 \times 2 = 3.5\ \text{mg}\)
b. Benefits of using ppm as a concentration measurement.
→ Parts per million (ppm) is suitable for measuring low concentrations of ions because it represents the mass of solute per million parts of solution, making it ideal for detecting trace levels of substances.
→ This unit allows for easy comparison of small concentrations, which is especially useful in environmental studies where contaminants are present in very low amounts.
A 5.0 L sample of water (density = 1.0 kg L\(^{-1}\)) is contaminated with 15 ppm of mercury ions. What is the mass of mercury in this sample?
\(A\)
→ The mass of the water is 5 kg.
→ 15 ppm = 15 mg/kg.
→ Mass of mercury in the sample \(=15 \times 5 = 75\ \text{mg}\).
\(\Rightarrow A\)