You are provided with the following:
- 3.3g metal carbonate, MCO3 , labeled solution Q
- 2M hydrochloric acid, labeled solution P
- Sodium hydroxide, labeled solution R containing 40g/L of solution
You are required to determine the relative atomic mass of metal M
Procedure
- Measure accurately 100cm3 of solution P into clean 250cm3 conical flak and add all the 3.3g of solid Q, MCO3
- Shake the mixture well and wait for effervescence to stop. Label the resulting solution as S
- Pipette 25cm 3 of solution R into a conical flask and add 2-3 drops of phenolphthalein indicator.
- Fill the burette with solution S and titrate against the solution R until the end point.
- Record your results in the table below. Repeat the procedure at least two times to complete the table.
(4 mks)
i ii iii Final burette reading (cm3) Initial burette reading (cm3) Volume of solution S used (cm3) - What is the average volume of solution S used? (1mk)
- Calculate the moles of sodium hydroxide, solution R used. (2mks)
- Calculate the moles of hydrochloric acid in the average volume of solution S used. (2mks)
- Calculate the moles of hydrochloric acid in 100cm3 of solution S. (2mks)
- Calculate the moles of hydrochloric acid in the 100cm3 of the original solution P. (2mks)
- Calculate the moles of hydrochloric acid, solution P that reacted with solid Q, MCO3. (2mks)
- Calculate the moles of MCO3 that reacted. (2mks)
- Calculate the relative formula mass (RFM) of MCO3. (2mks)
- Calculate the relative atomic mass (RAM) of metal M. (1mk)
CONFIDENTIAL
Question one
In addition, to the common laboratory apparatus and fittings, each candidate should be provided with:
- About 80cm 3 of solution R
- About 100cm 3 of solution Q
- 1.06g of solid A accurately weighed
- 25ml pipette
- 50ml burette
- 250ml volumetric flask
- 100ml plastic beaker
- Three conical flasks
- Labels
- 50ml measuring cylinder
- Metallic spatula
- source of heat
- boiling tube
- six dry test tube
- Access to methyl orange
Solid A is anhydrous sodium carbonate
Question two
Solid J (2g) (each student) – prepared by mixing zinc sulphate and ammonium sulphate in the ratio 1:1
- 2 M sodium hydroxide solution
- 2 M ammonium hydroxide solution
- 2 M lead (ii) nitrate solution
- 2 M nitric (IV) acid
MARKING SCHEME
You are provided with the following:
- 3.3g metal carbonate, MCO3 , labeled solution Q
- 2M hydrochloric acid, labeled solution P
- Sodium hydroxide, labeled solution R containing 40g/L of solution
- You are required to determine the relative atomic mass of metal M
Procedure- Measure accurately 100cm3 of solution P into clean 250cm3 conical flak and add all the 3.3g of solid Q, MCO3
- Shake the mixture well and wait for effervescence to stop. Label the resulting solution as S
- Pipette 25cm 3 of solution R into a conical flask and add 2-3 drops of phenolphthalein indicator.
- Fill the burette with solution S and titrate against the solution R until the end point.
- Record your results in the table below. Repeat the procedure at least two times to complete the table.
(4 mks)
USE THE STUDENT'S VALUE (ASSUMING A.V = 20 cm3)
i ii iii Final burette reading ( cm3) 20.0 40.0 20.1 Initial burette reading (cm 3) 0.0 20.0 0.0 Volume of solution S used (cm3) 20.0 20.0 20.1 - What is the average volume of solution S used? (1mk)
20.0 + 20.0 + 20.1 = 20.0cm3
3 - Calculate the moles of sodium hydroxide, solution R used. (2mks)
40g = 1M
40
1 mole = 1000cm3
X molesx = 25cm3
X = 1 x 25
1000
= 0.025 moles - Calculate the moles of hydrochloric acid in the average volume of solution S used. (2mks)
NaOH(aq) + HCL(aq) → NaCl(aq) + H20(1)
NaOH:HCL
1:1
0.025:0.025 = 0.025 moles - Calculate the moles of hydrochloric acid in 100cm3 of solution S. (2mks)
0.025 moles = 20 cm3\
X moles = 100cm3
0.025 x 100 = 0.125 moles
20 - Calculate the moles of hydrochloric acid in the 100cm3 of the original solution P. (2mks)
2 moles = 1000cm3
x moles = 100cm3
x = 2 x 100
1000 = 0.2 moles - Calculate the moles of hydrochloric acid, solution P that reacted with solid Q, MCO3. (2mks)
0.2 moles = 0.125 moles
= 0.075 moles - Calculate the moles of MCO3 that reacted. (2mks)
MCO3(S) + 2HCL(aq) → MCL2(aq) + CO2(g) + H2O(l)
= 0.075 = 0.0375 moles
2 - Calculate the relative formula mass (RFM) of MCO3. (2mks)
Moles = mass
RFM
0.0375 = 3.3
x
x = 3.3
0.0375
x = 88 - Calculate the relative atomic mass (RAM) of metal M. (1mk)
88 = MCO3
88 = M + 12 + 48
88 = M + 60 – 60
– 60
M = 28
M = 40
- What is the average volume of solution S used? (1mk)
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