Zadanie 1a

6 pktobliczenioweśrednie (szac.)Paper 2, maj 2024, TZ1

Wzorowane na: Chemistry HL Paper 2, May 2024, TZ1, pytanie 1(a). Treść, dane i kontekst są zmienione; sprawdzane umiejętności, format i punktacja jak w oryginale.

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Informacja do zadań 1a-1e.

An effervescent powder for a soft drink has the following composition by mass:

ComponentPercentage by mass
Sucrose, C12H22O1120.0
Tartaric acid, C4H6O633.0
Sodium hydrogencarbonate, NaHCO347.0

When water is added, the tartaric acid reacts with the sodium hydrogencarbonate and the powder fizzes:

2 NaHCO3(s) + C4H6O6(aq) → Na2C4H4O6(aq) + 2 CO2(g) + 2 H2O(l)

Polecenie

(i) Determine the limiting reactant when 2.00 g of this powder reacts.

(ii) Determine the volume, in dm3, of carbon dioxide released in the reaction in (i) at SATP. Use sections 1, 2 and 4 of the data booklet.

(iii) A student collects 0.190 dm3 of carbon dioxide from 2.00 g of the powder. Calculate the percentage yield of carbon dioxide.

If you did not obtain an answer to (ii), use 0.260 dm3, but this is not the correct value.

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Odpowiedź z klucza

(i) M(C4H6O6) = 150.10 g mol−1 AND n(C4H6O6) = 0.660/150.10 = 0.00440 «mol» ✔

M(NaHCO3) = 84.01 g mol−1 AND n(NaHCO3) = 0.940/84.01 = 0.0112 «mol» ✔

«the equation needs 2 mol of NaHCO3 per mol of acid: 0.00440 × 2 = 0.00880 mol, which is less than 0.0112 mol, so» tartaric acid is the limiting reactant ✔

(ii) n(CO2) = 2 × 0.00440 = 0.00879 «mol» ✔

V = nRT/p = (0.00879 × 8.31 × 298.15)/100 = 0.218 «dm3» ✔

(iii) «0.190/0.218 × 100 =» 87.2 «%» ✔

Schemat punktowania

(i) Award [1] for either correct amount (or either correct molar mass). M3 only if the conclusion follows from the amounts calculated and the 1:2 ratio; accept the comparison made in moles of acid or in moles of hydrogencarbonate. (ii) M1: n(CO2) = 2n(C4H6O6), M2: volume; accept 0.217 to 0.218 dm3 (298 K or 298.15 K). ECF from (i): if sodium hydrogencarbonate was chosen as limiting, n(CO2) = 0.0112 mol and V = 0.277 dm3. (iii) [1]; accept 87 % (87.0 to 87.3 %); if 0.260 dm3 is used, 73.1 % (accept 73 %).

Umiejętności w zadaniu