2010 'A' Level
H2 Chemistry Paper 3.
Alcohol J, CxHyOH, is a volatile fungal metabolite whose
presence when detected in air can indicate hidden fungal attack on
the timbers of a house.
When 0.10 cm^3 of liquid J was dissolved in an inert solvent and
an excess of sodium metal added, 10.9cm^3 of gas(measured at 298K)
was produced.
When 0.10cm^3 of liquid J was combusted in an excess of oxygen
in an enclosed vessel, the volume of gas (measured at 298K) was
reduced by 54.4cm^3. The addition of an excess of NaOH(aq) caused a
further reaction in gas volume of 109cm^3 (measured at 298K).
Use these data to calculate values for x and y in the molecular
formula CxHyOH for J.
TPJC Chem
teachers' solution :
In the first experiment, the
gas evolved in the reaction with Na metal is hydrogen.
Moles of H2(g) = 10.9/24000 = 0.000454 mol
Þ
moles of liquid J present = 0.000454 x 2 = 0.000908 mol
In the 2nd experiment, moles of CO2 evolved =
109/24 000 = 0.00454 mol
Þ moles CO2
: moles J
(CxHyOH)
5 :
1
Þ
x = 5
Moles of O2 used in the reaction = (109 + 54.4)/24000 =
0.00681 mol
Note that since CO2 was formed,
it ‘masked’ the O2 that was used
up
Þ Reduction in
volume of gas = (vol O2 used up) –
(vol CO2
formed)
Þ
vol
O2 used up = (reduction in vol) + (vol CO2
formed)
moles O2 : moles J (CxHyOH)
7.5
: 1
Þ C5HyOH + 15/2 O2 ®
5CO2 + ((y+1)/2)H2O
16 = 10
+ (y+1)/2 Þ y = 11
ii)
J is an alcohol that reacts with
K2Cr2O7
Þ
J is either primary or
secondary alcohol.
J can be dehydrated to
alkene Þ J
contains the -CH2-CH(OH)-
structure
Since alkene
K is oxidized into ethanoic acid and
propanone
Þ K
is CH3CH=C(CH3)2
Þ J
is CH3CH(OH)CH(CH3)2
SAJC Chem
teacher's solution :
When 0.10 cm3 of J is added to sodium metal, hydrogen gas is
evolved.
CxHyOH + Na <-----> CxHyO-Na+ + (1/2) H2
No. of moles of hydrogen gas = 10.9 / 24000 = 4.542 x 10-4
mol
No. of moles of alcohol J = 2 x no. of moles of hydrogen = 9.084
x 10-4 mol
When NaOH is added to J, the carbon dioxide gas produced from
the combustion is being absorbed.
No. of moles of CO2 = 10.9 / 24000 = 4.542 x 10-3 mol
Since all the C in CO2 is produced from combustion of J, we can
find the value of x when finding out the ratio of the no. of moles
of CO2 produced to that of alcohol J present initially.
No. of moles of CO2 / No. of moles of J = 4.542 x 10-3 / 9.084 x
10-4 = 5
Therefore, x = 5
When J is combusted in an excess of oxygen, the reduction in the
volume of gas is due to the consumption of oxygen to produce water.
This reduction in volume of gas is the difference between the
volume of oxygen gas consumed in combustion and the volume of
carbon dioxide gas produced.
Volume of gas being consumed= 54.4 cm3
No. of moles of gas being consumed = 54.4 / 24000 = 2.267 x 10-3
mol
Taking the ratio between the no. of moles of gas consumed and
the no. of moles of alcohol J,
Ratio = 2.267 x 10-3 / 9.084 x 10-4 = 2.5 mol
Since we have determined x = 5 above, we can simplify the
equation to,
C5HyOH (l) + ((19+y)/4) O2 (g) 5CO2 (g) + ((y+1)/2) H2O (l)
Hence, difference in no. of moles of gases on combustion =
((19+y)/4) – 5 = 2.5
y = 11
Alcohol J : C5H11OH
Observation : J reacts with acidified K2Cr2O7, J has molecular
formula C5H11OH
Deduction : J is oxidised [1/2]. J is a primary or secondary
alcohol.
Observation : J dehydrated to form K, K reacts with hot KMnO4 to
give equimolar mixture of ethanoic acid and propanone.
Observation : Oxidative cleavage
K has the structure (CH3)2C= and J has the structure CH(CH3)=
K is 2-methylbut-2-ene.
J is 3-methylbutan-2-ol.