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Sodium thiosulfate, Na2S2O3, can be used to investigate the effect of reaction conditions on the rate of reaction - Scottish Highers Chemistry - Question 1 - 2019

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Sodium thiosulfate, Na2S2O3, can be used to investigate the effect of reaction conditions on the rate of reaction. (a) Sodium thiosulfate solution reacts with hydro... show full transcript

Worked Solution & Example Answer:Sodium thiosulfate, Na2S2O3, can be used to investigate the effect of reaction conditions on the rate of reaction - Scottish Highers Chemistry - Question 1 - 2019

Step 1

(i) The equation for the reaction is

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Answer

The balanced equation is:

extNa2extS2extO3(aq)+2extHCl(aq)ightarrowextS(s)+extSO2(g)+2extNaCl(aq)+extH2extO(l) ext{Na}_2 ext{S}_2 ext{O}_3 (aq) + 2 ext{HCl} (aq) ightarrow ext{S} (s) + ext{SO}_2 (g) + 2 ext{NaCl} (aq) + ext{H}_2 ext{O} (l)

Step 2

(ii) A) Complete the table to show the volumes of water

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Answer

To find the volumes of water used in each experiment to ensure constant total volume:

  • For experiment A: 0 cm³ (50 - 50 = 0)
  • For experiment B: 10 cm³ (50 - 40 = 10)
  • For experiment C: 20 cm³ (50 - 30 = 20)
  • For experiment D: 30 cm³ (50 - 20 = 30)
  • For experiment E: 40 cm³ (50 - 10 = 40)

Thus the completed table is:

ExperimentVolume of 0.15 mol l⁻¹ Na2S2O3 (cm³)Volume of water (cm³)
A500
B4010
C3020
D2030
E1040

Step 3

(ii) B) Calculate the time, in seconds, for the cross to disappear in experiment C.

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Answer

The rate of reaction for experiment C is given as 0.0285 s⁻¹.

To calculate the time, use the formula:

ext{Time} = rac{1}{ ext{Rate}}

Thus,

ext{Time} = rac{1}{0.0285} ext{ s} \\ ext{Time} ext{ ≈ } 35.09 ext{ seconds}

Step 4

(iii) Use the graph to determine the temperature rise, in °C, required to double the rate of the reaction.

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Referring to the graph, if the rate doubles from 0.0285 s⁻¹ (experiment C) to approximately 0.0570 s⁻¹, determine the temperature at which these rates occur.

From observation, the initial temperature is around 25°C, and the new temperature required to achieve the doubled rate is about 50°C. Therefore:

extTemperatureriseext=50°C25°C=25°C ext{Temperature rise} ext{ = } 50°C - 25°C = 25°C

Step 5

(b) State two conditions necessary for the collisions to result in the formation of products.

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  1. Particles must have sufficient or enough energy to react.
  2. Particles must collide with the correct orientation.

Step 6

(c) (i) Draw an X on the potential energy diagram above to show where the activated complex is formed.

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Answer

Mark the top of the peak on the potential energy diagram with an X to indicate the position of the activated complex.

Step 7

(c) (ii) Add a dotted line to the diagram to show the change in potential energy with the catalyst.

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Draw a dotted line that shows a lower activation energy pathway compared to the original diagram, indicating that the presence of the catalyst lowers the activation energy required for the reaction.

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