Required Practical: Rates of Reaction
In this required practical, you investigate how changing the concentration of a reactant affects the rate of reaction. The reaction involves sodium thiosulfate and hydrochloric acid.
The reaction
Sodium thiosulfate + hydrochloric acid → sulfur + sulfur dioxide + water
- A cloudy yellow precipitate of sulfur forms
- You measure how long it takes for the solution to go cloudy
This is called a disappearing cross experiment.
Method: Disappearing cross
- Use a measuring cylinder to add a set volume of sodium thiosulfate to a conical flask
- Place the flask on a piece of paper with a black cross drawn on it
- Add a set volume of hydrochloric acid to the flask and start the timer immediately
- Look down through the solution – stop the timer when the cross is no longer visible
- Repeat using different concentrations of sodium thiosulfate (by diluting with water)
- Keep the volume and temperature constant
What is being measured?
- The time taken for the cross to disappear
- As the reaction gets faster, the cross disappears sooner
How to improve accuracy
- Use the same observer each time (subjective judgement)
- Repeat each test and calculate a mean
- Use a light sensor or data logger for more precise detection (if available)
Variables
Type | Example |
Independent | Concentration of sodium thiosulfate |
Dependent | Time for cross to disappear (reaction time) |
Control | Volume of acid, temperature, cross size |
Expected results
- Higher concentration of sodium thiosulfate = faster reaction
- This supports collision theory – more particles = more frequent collisions
Questions
- What product makes the solution cloudy in this reaction?
- What is the independent variable in this experiment?
- What does a faster reaction mean in terms of time?
- What theory explains why higher concentration increases rate?
- Why should the same observer be used throughout?
Summary
- This required practical investigates how concentration affects rate
- The reaction produces a cloudy sulfur precipitate
- Time is measured for a cross to disappear beneath the flask
- As concentration increases, the rate increases
- This supports collision theory