Sulphur clock investigation - To see how a change of concentration affects rate of reaction.

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Dilesh Bhardwa 9S        Chemistry Investigation – Sulphur Clock Investigation –          Page  of

To see how a change of concentration affects rate of reaction

Plan

In this investigation, I am changing the concentration of the sodium thiosulphate to see whether it affects the rate of reaction between sodium thiosulphate and hydrochloric acid.  The reaction is said to have finished, once the black cross underneath the conical flask has disappeared. The precipitation of sulphur causes the black cross to disappear from view. The equation below shows what will happen when the sodium thiosulphate reacts with the hydrochloric acid in the conical flask.

Na2S2O3 + 2HCl                         S    + 2NaCl + SO2 + H2O

Theory

        The theory behind this investigation is the collision theory. If the concentration of the thiosulphate is doubled, this means there are twice as many particles, meaning there are twice as many collisions therefore the reaction time is halved. The diagram below shows the collision theory.

 

              = Sodium thiosulphate              =hydrochloric acid

Variables

        There are many variables in this investigation and to make sure it is a fair test, many of the variables must be kept the same apart from the independent variable and the dependent variable. The concentration of the sodium thiosulphate is an independent variable and the rate of reaction is the dependent variable. The controls, the things that stay the same, in this investigation are the volume of liquid in the conical flask, 45cm3, the volume of hydrochloric acid, 5cm3, the temperature will stay constant, the same apparatus will be used (see list below), same person observing the black cross to see when it disappears, which will be observed from the same height, the same bottle of distilled water, hydrochloric acid and sodium thiosulphate will be used.

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Prediction

        I predict that as the concentration of the sodium thiosulphate increases, the rate of reaction will increase. If the concentration increases, there are more particles, therefore there is a higher potential for collisions brings the reaction time down. From this I can also make a quantitative prediction, as if the concentration is doubled, there are twice as many particles, and therefore twice as many collisions meaning the rate of reaction is doubled. Therefore I predict that my graph would look like the diagram below, with concentration on the x-axis and 1/time (seconds) on the y-axis.

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