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Titration Experiment Report<br />Vincent Grade 10<br />Aim :<br />,[object Object]
Find how many NaOH needed for tirating 10 ml of vinegarMaterials:<br />,[object Object]

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Titration report

  • 1.
  • 2.
  • 4. 2 gr of NaOH (o.1M) 8. 2 volumetric flasks (500ml)
  • 5. 2 Beakers 9. Measuring pipette
  • 6.
  • 7. Collect 0.1 gr of NaOH granule
  • 8. Put the 1 gr of NaOH granule into the beaker
  • 9. Add a water to the beaker
  • 10. Stir it until it is dissolved
  • 11. Put the dissolved NaOH to a 500 ml volumetric flask (1st volumetric flask)
  • 12. Fill another 500 ml volumetric flask (2nd volumetric flask) by water and 10 ml of vinegar, then mix them (to make concentration of the vinegar lesser)
  • 13. Add 3 small drop of phenophtalyn to the conical flask
  • 14. Fill the 50 ml burette with 50 ml of NaOH from the 1st volumetric flask
  • 15. Titrate the NaOH in the burette to 10 ml of vinegar in the conical flask
  • 16. Observe until the solution in the conical flask change color into light purple (not dark purple)
  • 17. Measure how many ml of NaOH take to make the solution change into purple color
  • 18. Repeat step 7 until 12 for second and third timesExperiment result:<br />Titrant: NaOH<br />Concentration: 0,1 M<br />Volume:<br />1st Experiment result: 49, 1 ml<br />2nd Experiment result: 49,3 ml<br />3rd Experiment result: 49, 5 ml<br />Average volume: 49,1 ml + 49,3 ml +49,5 ml<br /> _______________________________ = 49,3 ml<br />3<br />Analyte: Vinegar<br />Volume: 10 ml<br />Concentration: V1 x M1 = V2 x M2<br />49,3 ml x 0,1 M = 10 ml x M2<br /> 4,93 : 10 = M2<br />0,493 =M2<br />0,5 M = M2<br />Analysis:<br />It takes 49,3 ml of NaOH in average, for titrating 10 ml of vinegar, and the concentration of the vinegar is 0,5 M. <br />