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- S1.4 Counting particles by mass: the mole
S1.4 Counting particles by mass: the mole questions for IB Chemistry
175 questions on Counting particles by mass: the mole, written by Augment in the style of IB exam papers. Six of them are below in full, to answer on paper.
- IB Chemistry
- Part of S1 Models of the particulate nature of matter
- SL and HL
Questions by paper and level
SL and HL questions are for students at either level. HL only questions cover what only HL students study.
| Paper | SL and HL | HL only | All |
|---|---|---|---|
| Paper 1A | 73 | 2 | 75 |
| Paper 1B | 28 | 4 | 32 |
| Paper 2 | 62 | 6 | 68 |
| Every paper | 163 | 12 | 175 |
Counted on
Questions to try
Written by Augment in the style of IB exams, not past papers. Answer them on paper, then check each one against its markscheme with a free account.
Two identical sealed flasks are at the same temperature and pressure. One contains helium and the other contains methane. Which is the same for both flasks? Assume ideal behaviour.
A student determined the number of molecules of water of crystallization, x, in hydrated copper(II) sulfate, CuSO4·xH2O.
Method:
A clean, dry crucible was weighed.
Blue hydrated copper(II) sulfate was added and the crucible was reweighed.
The crucible was heated gently, allowed to cool, and reweighed.
Step 3 was repeated until two consecutive masses agreed.
Measurement | Mass / g ± 0.001 g |
|---|---|
Empty crucible | 18.452 |
Crucible + hydrated salt | 20.947 |
Crucible + solid after first heating | 20.183 |
Crucible + solid after second heating | 20.051 |
Crucible + solid after third heating | 20.049 |
The solid at the end was white.
- (a)
Explain why the crucible was heated until two consecutive masses agreed.
1 mark
- (b)
Calculate the mass of water lost.
1 mark
- (c)
Determine the value of x.
3 marks
- (d)
Calculate the percentage uncertainty in the mass of water lost.
2 marks
- (e)
In a second experiment, the student heated the crucible strongly and some of the solid turned black, as copper(II) sulfate decomposed to copper(II) oxide. Predict, with a reason, the effect on the calculated value of x.
2 marks
- (f)
The crucible was left to cool on the open bench before each weighing. Suggest a modification to the method, explaining how it improves the result.
1 mark
A gaseous hydrocarbon, X, contains 85.6 % carbon and 14.4 % hydrogen by mass. A 0.255 g sample of X occupies 150.0 cm3 at 25.0 °C and 100.0 kPa.
- (a)
Determine the empirical formula of X.
2 marks
- (b)(i)
Calculate the molar mass of X, in g mol−1. Use sections 1 and 2 of the data booklet.
3 marks
- (b)(ii)
Deduce the molecular formula of X.
1 mark
- (c)
State one assumption made in using the ideal gas equation in (b)(i).
1 mark
- (d)
The experiment is repeated at a temperature just above the boiling point of X. Explain why the value of the molar mass obtained would be less accurate.
2 marks
A compound has the empirical formula and a relative molecular mass of 88.
Which could be the compound?
I. Butanoic acid
II. Ethyl ethanoate
III. Butan-1-ol
The empirical formula of magnesium oxide was determined by heating magnesium ribbon in a crucible. The lid of the crucible was lifted slightly from time to time during heating. The crucible was heated to constant mass.
Measurement | Mass / g ± 0.001 g |
|---|---|
Crucible + lid | 25.314 |
Crucible + lid + magnesium | 25.554 |
Crucible + lid + product (constant mass) | 25.701 |
- (a)
Calculate the mass of oxygen that combined with the magnesium.
1 mark
- (b)
Determine the empirical formula of magnesium oxide from these results.
2 marks
- (c)
Explain why the lid was used, and why it was lifted from time to time.
2 marks
- (d)
Calculate the percentage error in the mass of product compared with the mass expected if all the magnesium formed MgO.
1 mark
- (e)
Some of the magnesium reacts with nitrogen in the air to form magnesium nitride, Mg3N2. Write the equation for this reaction and predict its effect on the experimental Mg : O ratio.
2 marks
- (f)
Suggest one modification that would convert any magnesium nitride into magnesium oxide.
1 mark
Weather balloons are filled with helium and released to measure conditions in the upper atmosphere. A balloon is filled with 5.00 m3 of helium at 101 kPa and 15 °C.
- (a)
Calculate the mass, in g, of helium in the balloon.
2 marks
- (b)
At an altitude of 25 km the pressure is 2.50 kPa and the temperature is −51 °C. Calculate the volume, in m3, of the balloon at this altitude, assuming no helium escapes.
2 marks
- (c)
Outline why the balloon expands as it rises, even though the temperature falls.
1 mark
- (d)
Suggest why helium behaves almost as an ideal gas under these conditions.
2 marks
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More questions in Models of the particulate nature of matter
- S1.1Introduction to the particulate nature of matter
- S1.2The nuclear atom
- S1.3Electron configurations
- S1.4Counting particles by mass: the moleThis page
- S1.5Ideal gases
More on Counting particles by mass: the mole
- S1.4 Counting particles by mass: the mole notesWhat Counting particles by mass: the mole covers, explained, with its key terms.
- IB Chemistry question bankEvery Chemistry topic counted, and one question from each with its markscheme.
- Chemistry exam formatEach Chemistry paper, how long it is and its share of the grade.
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