1 of 31© Boardworks Ltd 20091 of 31© Boardworks Ltd 2009.

31

Click here to load reader

Transcript of 1 of 31© Boardworks Ltd 20091 of 31© Boardworks Ltd 2009.

Page 1: 1 of 31© Boardworks Ltd 20091 of 31© Boardworks Ltd 2009.

1 of 31 © Boardworks Ltd 20091 of 31 © Boardworks Ltd 2009

Page 2: 1 of 31© Boardworks Ltd 20091 of 31© Boardworks Ltd 2009.

2 of 31 © Boardworks Ltd 2009

Page 3: 1 of 31© Boardworks Ltd 20091 of 31© Boardworks Ltd 2009.

3 of 31 © Boardworks Ltd 2009

volume of solution (dm3)

Calculating concentrations

The concentration of a solution can be measured in grams per dm3 (g/dm3) or moles per dm3 (mol/dm3).

The following equation gives concentration in g/dm3:

If 1.0 g of solid sodium hydroxide is dissolved in 250 cm3 of solution, what is the concentration in g/dm3?

concentration = 1/0.25 = 4 g/dm3

concentration =mass dissolved (g)

mass of solid = 1 g

volume of solution = 250 cm3 = 0.25 dm3

Page 4: 1 of 31© Boardworks Ltd 20091 of 31© Boardworks Ltd 2009.

4 of 31 © Boardworks Ltd 2009

Standard solutions

Page 5: 1 of 31© Boardworks Ltd 20091 of 31© Boardworks Ltd 2009.

5 of 31 © Boardworks Ltd 2009

Calculating concentrations in g/dm3

Page 6: 1 of 31© Boardworks Ltd 20091 of 31© Boardworks Ltd 2009.

6 of 31 © Boardworks Ltd 2009

Calculating concentrations in mol/dm3

To calculate concentration in mol/dm3:

x

The equation for concentration can be put into a formula triangle:

volume of solution (dm3)concentration =

mass dissolved (mol)

c =mv

Page 7: 1 of 31© Boardworks Ltd 20091 of 31© Boardworks Ltd 2009.

7 of 31 © Boardworks Ltd 2009

Calculating concentration

If 1.0 g of solid sodium hydroxide are dissolved in 250 cm3 of solution, what is the concentration in mol/dm3?

moles = mass/RAM = 1/40 = 0.025 mol

Calculate concentration:

concentration = moles/volume = 0.025/0.25 = 0.1 mol/dm3

Convert mass of solid into moles of solid:

RAM of sodium hydroxide = 40

volume of solution = 250 cm3 = 0.25 dm3

Page 8: 1 of 31© Boardworks Ltd 20091 of 31© Boardworks Ltd 2009.

8 of 31 © Boardworks Ltd 2009

Calculating concentrations in mol/dm3

Page 9: 1 of 31© Boardworks Ltd 20091 of 31© Boardworks Ltd 2009.

9 of 31 © Boardworks Ltd 2009

Titration

Titration is a technique that can be used to accurately analyse the concentrations of substances in solution.

Titrations are often carried out by using a neutralization reaction between an acid and an alkali.

stand

beaker

burette

pipette

conical

flask

safety filler

Page 10: 1 of 31© Boardworks Ltd 20091 of 31© Boardworks Ltd 2009.

10 of 31 © Boardworks Ltd 2009

How does titration work?

Imagine you have a sample of hydrochloric acid and you need to know its concentration.

First, measure out a specific amount of the acid, and neutralize it with a standard solution of an alkali. Measuring the amount of alkali that is needed to neutralize the acid will allow you to work out the concentration of the acid.

If you measured out 25 cm3 of the unknown acid, and found that it was neutralized by 20 cm3 of 0.1 mol/dm3 alkali, is the acid more or less concentrated than the alkali?

The acid is less concentrated than the alkali.

Page 11: 1 of 31© Boardworks Ltd 20091 of 31© Boardworks Ltd 2009.

11 of 31 © Boardworks Ltd 2009

How does titration work?

Page 12: 1 of 31© Boardworks Ltd 20091 of 31© Boardworks Ltd 2009.

12 of 31 © Boardworks Ltd 2009

Attempt 3

Titration calculations

0.0

20.0

20.0

initial burette reading (cm3)

volume of NaOH added (cm3)

final burette reading (cm3)

Titration Attempt 1 Attempt 2

0.0

19.9

19.9

19.9

20.1

40.0

How are the results of a titration used to calculate the concentration of an unknown acid solution?

Average volume of NaOH = (20.0 + 19.9 + 20.1)/3

= 20.0 cm3

Page 13: 1 of 31© Boardworks Ltd 20091 of 31© Boardworks Ltd 2009.

13 of 31 © Boardworks Ltd 2009

Titration calculations

Result: 20 cm3 of NaOH neutralizes 25 cm3 of HCl of unknown concentration.

1. Write a balanced equation for the reaction:

HCl + NaOH → NaCl + H2O

2. Calculate the number of moles of alkali:

moles = concentration (mol/dm-3) × volume (dm3)

= 0.1 × (20.00 / 1000)

= 0.002 moles NaOH

Working:

Page 14: 1 of 31© Boardworks Ltd 20091 of 31© Boardworks Ltd 2009.

14 of 31 © Boardworks Ltd 2009

Titration calculations

3. The balanced equation shows that one mole of HCl reacts with one mole of NaOH, so 0.002 moles of NaOH will react with 0.002 moles of HCl.

4. Calculate the concentration of the HCl solution in mol/dm3:

= 0.002 / (25 / 1000)

= 0.08 mol/dm3

concentration =moles

volume (dm3)

Page 15: 1 of 31© Boardworks Ltd 20091 of 31© Boardworks Ltd 2009.

15 of 31 © Boardworks Ltd 2009

Titration calculations

Page 16: 1 of 31© Boardworks Ltd 20091 of 31© Boardworks Ltd 2009.

16 of 31 © Boardworks Ltd 2009

Titration apparatus

Page 17: 1 of 31© Boardworks Ltd 20091 of 31© Boardworks Ltd 2009.

17 of 31 © Boardworks Ltd 2009

Making accurate measurements

Page 18: 1 of 31© Boardworks Ltd 20091 of 31© Boardworks Ltd 2009.

18 of 31 © Boardworks Ltd 2009

Choosing suitable measuring apparatus

Page 19: 1 of 31© Boardworks Ltd 20091 of 31© Boardworks Ltd 2009.

19 of 31 © Boardworks Ltd 2009

Page 20: 1 of 31© Boardworks Ltd 20091 of 31© Boardworks Ltd 2009.

20 of 31 © Boardworks Ltd 2009

Plotting a pH curve

Page 21: 1 of 31© Boardworks Ltd 20091 of 31© Boardworks Ltd 2009.

21 of 31 © Boardworks Ltd 2009

How would the pH curve look if you started with a strong alkali in the conical flask and added the strong acid to it from the burette?

pH curve for strong alkali and strong acid

0 5 10 15 20 25 30 35 40 45 500

7

volume acid added (cm3)

pH

14

The pH starts off high and steadily decreases as the acid is added. The endpoint is at pH7.

Page 22: 1 of 31© Boardworks Ltd 20091 of 31© Boardworks Ltd 2009.

22 of 31 © Boardworks Ltd 2009

Producing different pH curves

Page 23: 1 of 31© Boardworks Ltd 20091 of 31© Boardworks Ltd 2009.

23 of 31 © Boardworks Ltd 2009

End points

The endpoint of a titration is not always at pH 7. Titrations involving a weak acid or alkali can cause the indicator to change colour at a different pH.

strong

strong

weak

strong

weak

strong

Acid Alkali pH at endpoint

7

more than 7

less than 7

weakweak 7

Page 24: 1 of 31© Boardworks Ltd 20091 of 31© Boardworks Ltd 2009.

24 of 31 © Boardworks Ltd 2009

pH ranges of indicators

Page 25: 1 of 31© Boardworks Ltd 20091 of 31© Boardworks Ltd 2009.

25 of 31 © Boardworks Ltd 2009

When choosing an indicator for a titration, it is important to match its pH range (the pH values where it changes colour) to the endpoint of the titration.

Why is litmus not a particularly good indicator for a titration?

Indicators and pH ranges

Phenolphthalein has a pH range of 8–9.

Methyl orange has a pH range of 3–4.

Litmus has a pH range of 5–8.

Bromothymol blue has a pH range of 6–7.

Page 26: 1 of 31© Boardworks Ltd 20091 of 31© Boardworks Ltd 2009.

26 of 31 © Boardworks Ltd 2009

Choosing the right indicator

Page 27: 1 of 31© Boardworks Ltd 20091 of 31© Boardworks Ltd 2009.

27 of 31 © Boardworks Ltd 2009

True or false?

Page 28: 1 of 31© Boardworks Ltd 20091 of 31© Boardworks Ltd 2009.

28 of 31 © Boardworks Ltd 2009

Page 29: 1 of 31© Boardworks Ltd 20091 of 31© Boardworks Ltd 2009.

29 of 31 © Boardworks Ltd 2009

Glossary

Page 30: 1 of 31© Boardworks Ltd 20091 of 31© Boardworks Ltd 2009.

30 of 31 © Boardworks Ltd 2009

Anagrams

Page 31: 1 of 31© Boardworks Ltd 20091 of 31© Boardworks Ltd 2009.

31 of 31 © Boardworks Ltd 2009

Multiple-choice quiz