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Landolt Iod Clock Experiment

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Our society today consists of many natural processes of reactions that involve rates. The rate of a reaction is the speed at which a reaction happens. If a reaction has a low rate, that means the molecules combine at a slower speed than a reaction with a higher rate. Some reactions take hundreds, maybe even thousands, of years whilst others can happen in less than one second. The rate of reaction also depends on the type of molecules that are combining. If there are low concentrations of an essential element or compound, the reaction will be slower.
The collision theory says that as more collisions in a system occur, there will be more combinations of molecules bouncing into each other. If you have more possible combinations there is a higher …show more content…

At any instant the rate is proportional to the product of the concentrations raised to the power of an unknown that is to be determined experimentally. ����=�[��3]X ∗ [���3]Y where x and y are the reaction orders of the two species and are to be determined experimentally, and k is the reaction constant at a particular temperature.
In this experiment, the aim is to test how altering the concentrations and temperature will affect the reaction rate of the Landolt iodine clock experiment. It is hypothesised that reduction in concentration will slow the reaction rate, to which the reactants will form products. Additionally, it is theorised that the increase in temperature will increase the reaction rate for this experiment, with being linked to collision theory, in respect to the change in concentration.
By analysing the raw data, it can be evaluated that the hypothesis was supported. With the evidence of the graphs the raw data displays, it becomes understandable that the decrease in molarity of the NaHSO3 and KIO3, along with the increase in temperature of both chemicals all manage to affect the reaction rate of this …show more content…

In contrast to this, a relatively stronger molarity of 0.25M NaHSO3 managed to react and change colour within an average of 6.52 seconds. Similarly, a weaker concentration of KIO3 managed to react within an average of 47.40 seconds, containing a less concentrated molarity of 0.0125M. A much higher concentration of 0.1M was able to react at a speed of 6.52 seconds, all kept constant by a molarity of 0.25M NaHSO3.
We can also evaluate that the temperature of a solution will, in fact, affect the rate of reaction of the process. By increasing the temperature of a 0.25M solution of NaHSO3, a reaction with a 0.05M solution of KIO3 displayed an increase in results from the original, unaltered outcome. Previously this reaction occurred at a speed of 13.05 seconds. However, by increasing the temperature to 30°C from SLC, this managed to speed up the process and react within 9.27

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