In an experiment, a sample of a pure gas is put into a syringe
at a temperature of 300Kand pressure of 16kPa. The gas is
compressed until the volume occupied by the gas is halved.
After compression the temperature of the gas in the syringe is
373K and the pressure is 40kPa.
Which statement is correct?
A Intermolecular forces between the gas molecules are
significant.
B It is possible to calculate the number of moels of gas present
using these data alone.
C the gas is behaving ideally.
D the pressure used are too high for ideal has behaviour.
I did not understanf this behaviour by the gas. The pressure is
increasing from 16 kPa to 40kPa, this means that molecules are
going far apart it means ideal behaviour. But then Temperature also
increases from 300K to 373K....What is happeneing?
The formation of significant intermolecular attractions (eg. van
der Waals forces or hydrogen bonds) between the gas molecules when
the gas is compressed (ie. molecules brought closer together) is
exothermic, resulting in an increase in temperature. Hence, option
A is the answer.
Before compression : PV = nRT, nR = (16000)(2 vol) / (300)
After compression : PV = nRT, nR = (40000)(1 vol) / (373)
If gas behaves ideally, then nR before compression, divided by
nR after compression, will be 1.00, which is not the case if you do
the division. Hence, the gas is not behaving ideally.
Sure this is the link for Question paper, MS.
http://pastpapers.papacambridge.com/view.php?id=Cambridge%20International%20Examinations%20%28CIE%29/AS%20and%20A%20Level/Chemistry%20%289701%29/2016%20Nov/9701_w16_qp_12.pdf
http://pastpapers.papacambridge.com/view.php?id=Cambridge%20International%20Examinations%20%28CIE%29/AS%20and%20A%20Level/Chemistry%20%289701%29/2016%20Nov/9701_w16_ms_12.pdf
The examiners' report for this question states:
29% of candidates chose the correct answer C. The mst commonly
chosen answer was D chosen by 29% of candidates. If a fixed mass of
gas is behaving ideally the sum PV/RT gives a constant value. for
both the conditions given in the question
PV/RT =6.418 (if volume of 1dm3 and 0.5 dm3 are assumed.
therefore gas is behaving ideally.
the paper is NOV
2016/12/Q.8
Cambridge and I are both correct. The error is yours, hoay. You
gave the wrong temperature after compression.
Using Cambridge values, nR (before compression) / nR (after
compression) = 1.00, hence the gas is behaving ideally.
In future to avoid typos, you can directly post the online link
to the question and mark scheme, instead of typing out the
question.