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Plants require trace metal nutrients, such as zinc, for healthy growth - Scottish Highers Chemistry - Question 10 - 2024

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Plants require trace metal nutrients, such as zinc, for healthy growth. Zinc ions are absorbed from soil through the plant roots. The zinc ion concentration in a so... show full transcript

Worked Solution & Example Answer:Plants require trace metal nutrients, such as zinc, for healthy growth - Scottish Highers Chemistry - Question 10 - 2024

Step 1

Explain fully why the flask was left for 24 hours, without a stopper.

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Answer

Leaving the flask for 24 hours allows sufficient time for all of the zinc to react with the dilute sulfuric acid to form zinc sulfate. Without a stopper, hydrogen gas produced during the reaction can escape, preventing pressure build-up and ensuring the reaction proceeds to completion.

Step 2

Explain why the student should use deionised water or distilled water, rather than tap water, when preparing the stock solution.

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Answer

Deionised or distilled water should be used to avoid introducing zinc ions, impurities, or other metal salts that may be present in tap water, which could interfere with the chemical reactions and the accuracy of the solutions prepared.

Step 3

Name the piece of apparatus which should be used to transfer 10 cm^3 of stock solution to a standard flask.

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Answer

The piece of apparatus that should be used is a pipette.

Step 4

Calculate the concentration, in mg l^-1, of the solution prepared by transferring 10 cm^3 of the 1 g l^-1 stock solution to a 1000 cm^3 standard flask and making up to the mark.

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Answer

To calculate the concentration:

  1. Start with the stock concentration: 1 g l^-1, which is equal to 1000 mg l^-1.

  2. Use the dilution formula:

    C1V1=C2V2C_1V_1 = C_2V_2

    where:

    • C1C_1 = initial concentration (1000 mg l^-1)
    • V1V_1 = initial volume (10 cm^3)
    • C2C_2 = final concentration (unknown)
    • V2V_2 = final volume (1000 cm^3)
  3. Rearranging gives:

    C2=C1V1V2=1000×101000=10 mg l1C_2 = \frac{C_1V_1}{V_2} = \frac{1000 \times 10}{1000} = 10 \text{ mg l}^{-1}

  4. Therefore, the concentration of the diluted solution is 10 mg l^-1.

Step 5

Determine the concentration, in mg l^-1, of zinc ions in the solution.

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Answer

To determine the concentration from the absorbance data and the given graph, it is essential to find the corresponding concentration for an absorbance of 0.3. Based on the plotted results, the concentration should be between 4 and 5 mg l^-1. A best fit line can be used to approximate the concentration more accurately within this range.

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