Rate of Reaction - Calcium Carbonate & Hydrochloric Acid (OCR A Level Chemistry A): Revision Note

Exam code: H432

Richard Boole

Written by: Richard Boole

Reviewed by: Philippa Platt

Updated on

PAG 9.2: Rate of reaction - calcium carbonate & hydrochloric acid

  • At GCSE level, this reaction is a standard experiment to see the effect of changing the surface area of a reactant on the rate of reaction

    • Three sizes of calcium carbonate (marble) are commonly used:

      • Large chips

      • Small chips

      • Powder

  • The reaction itself cannot change

CaCO3 (s) + 2HCl (aq) → CaCl2 (aq) + H2O (l) + CO2 (g)

  • However, the application and analysis of the results depends on mathematical skills:

    • Accurate graph plotting

    • Drawing tangents

    • Calculating gradients

  • This reaction can be monitored by measuring:

    1. The volume of carbon dioxide gas produced

    2. The mass loss from the reaction vessel

Method 1 - Volume of CO2 produced

  1. Support a gas syringe with a stand, boss and clamp.

  2. Add 50 cm3 of dilute hydrochloric acid to a conical flask

  3. Loosely connect the gas syringe 

  4. Measure 0.40 g of calcium carbonate

  5. Add the 0.40 g of calcium carbonate into the conical flask, replace the gas syringe and start the stopwatch

  6. Record the volume of gas produced every 10 seconds

    • Continue timing until no more carbon dioxide appears to be given off

  • Another method to achieve these results would be the downward displacement of water method

    • This uses an inverted cylinder of water in a water trough

    • This method still records the volume of carbon dioxide produced

Specimen results 1 - Volume of CO2 produced

  • Here is a set of typical results for this experiment:

Time (s)

10

20

30

40

50

60

Volume of CO2 produced (cm3)

34

57

69

71

72

72

Graphing the results 1 - Volume of CO2 produced

Graph showing carbon dioxide volume (cm³) produced over time (seconds). Volume increases rapidly then levels off at 70 cm³ by 50 seconds.

Analysis 1 - Volume of CO2 produced

  • The curve of best fit is drawn on the graph

  • A tangent can then drawn starting from (0,0) to find the initial rate of reaction

  • The gradient of the tangent is calculated

    • This is the rate of reaction

1-4-2-caco3-and-hcl-reaction-rate-graph-2
  • In the example above, the rate of reaction is:

    • Gradient equals space fraction numerator straight capital delta y over denominator straight capital delta x end fraction space equals space 72 over 20 space equals space3.6 cm3 s-1 

Method 2 - Mass of the reaction vessel

  1. Measure 0.40 g of calcium carbonate into a weighing boat

  2. Add 50 cm3 of dilute hydrochloric acid to a conical flask

  3. Place the conical flask of hydrochloric acid AND the weighing boat of calcium carbonate onto the balance

  4. Measure the combined mass and record this as the t = 0 result

  5. Add the 0.40 g of calcium carbonate into the conical flask, replace the weighing boat onto the balance and start the stopwatch

  6. Record the mass every 10 seconds

    • Continue timing until no further mass is lost

  • It may be necessary to use more dilute concentrations of hydrochloric acid

    • This is because it may not be realistically possible to record the mass every 10 seconds

  • A data logger could be connected to the balance (if available) and this can track the mass over time 

Specimen results 2 - Mass of the reaction vessel

  • Here is a set of typical results for this experiment:

Time (s)

0

10

20

30

40

50

60

Mass (g)

302.700

302.650

302.600

302.580

302.568

302.568

302.568

Graphing the results 2 - Mass of the reaction vessel

Graph showing mass decrease from 302.700g to 302.550g over 60 seconds, plotted with blue points and line on a grid with mass and time axes.

Analysis 2 - Mass of the reaction vessel

  • The curve of best fit is drawn on the graph

  • A tangent can then drawn starting from (0,0) to find the initial rate of reaction

  • The gradient of the tangent is calculated

    • This is the rate of reaction

Graph showing mass (g) over time (s) with data points and two lines. Blue curve trends downward; straight red line intersects from top left to bottom right.
  • In the example above, the rate of reaction is:

    • Gradient equals space fraction numerator straight capital delta y over denominator straight capital delta x end fraction space equals space fraction numerator 0.2 over denominator 38 end fraction space equals space(a loss of) 5.26 x 10-3 g s-1 

  • A simpler version of this practical can be done by hitting the TARE / reset button on the balance when the calcium carbonate is added

    • This then records the mass lost and can be used to give a graph with a curve more like the volume of CO2 produced graph

Practical skills reminder

  • This practical develops essential skills in measuring rates of reaction by gas collection or mass loss.

  • It also supports:

    • Using a stopwatch and gas syringe or balance to collect data at regular intervals

    • Drawing and analysing a graph to determine the initial rate from a tangent

    • Understanding how experimental method affects the type and accuracy of data collected

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Richard Boole

Author: Richard Boole

Expertise: Chemistry Content Creator

Richard has taught Chemistry for over 15 years as well as working as a science tutor, examiner, content creator and author. He wasn’t the greatest at exams and only discovered how to revise in his final year at university. That knowledge made him want to help students learn how to revise, challenge them to think about what they actually know and hopefully succeed; so here he is, happily, at SME.

Philippa Platt

Reviewer: Philippa Platt

Expertise: Chemistry Content Creator

Philippa has worked as a GCSE and A level chemistry teacher and tutor for over thirteen years. She studied chemistry and sport science at Loughborough University graduating in 2007 having also completed her PGCE in science. Throughout her time as a teacher she was incharge of a boarding house for five years and coached many teams in a variety of sports. When not producing resources with the chemistry team, Philippa enjoys being active outside with her young family and is a very keen gardener