Question 112 marks
Question
When hydrogen peroxide is decomposed by a suitable catalyst, oxygen and water are produced. You will determine the concentration of a solution of hydrogen peroxide by decomposing it and measuring the mass of oxygen produced. FB 1 is aqueous hydrogen peroxide, H2O2. FB 2 is the catalyst, manganese(IV) oxide, MnO2. (a) Method ● Use the measuring cylinder to transfer 25.0 cm3 of FB 1 into a conical flask. ● Weigh the conical flask containing FB 1. Record the mass. ● Weigh the container with FB 2. Record the mass. ● Tip all the FB 2 into the conical flask. Swirl the flask gently. ● Weigh the container with any residual FB 2. Record the mass. ● Calculate the mass of FB 2 added. Record the mass. ● Leave the conical flask and its contents to stand for 30 minutes. Swirl the flask occasionally. While the reaction is taking place, begin work on Question 2 or Question 3. ● When the reaction is complete, weigh the flask and its contents. Record the mass. You will use FB 1 in Questions 2 and 3. I II III [3] (b) Calculations (i) Calculate the mass of oxygen liberated. mass of oxygen = …… g [1] (ii) Give the equation for the decomposition of hydrogen peroxide in (a). Include state symbols. …… [1] (iii) Calculate the concentration, in mol dm–3, of hydrogen peroxide in FB 1. concentration of H2O2 in FB 1 = …… mol dm–3 [2] (iv) The “volume strength” of hydrogen peroxide is equal to the volume of oxygen, in dm3, produced at room conditions, when 1.00 dm3 of a solution of hydrogen peroxide is completely catalytically decomposed. Use your answer in (b)(iii) to calculate the volume, in dm3, of oxygen produced when 1.00 dm3 of FB 1 decomposes at room conditions. Your answer to this calculation is numerically equal to the “volume strength”, in vol, of solution FB 1. Show your working. “volume strength” of H2O2 in FB 1 = …… vol [1] (c) (i) Describe the observation to determine whether or not the decomposition of hydrogen peroxide in FB 1 is complete. Explain your answer. …… [1] (ii) A student suggests that the experiment in (a) would be more accurate if a loose-fitting plug of cotton wool was pushed gently into the mouth of the conical flask during the reaction. State whether the student is correct. Explain your answer. …… [2] (iii) Deduce the mass of manganese(IV) oxide, FB 2, left in the conical flask at the end of the experiment. Explain your answer. …… [1] [Total: 12]
Mark scheme
1(a) I Unambiguous headings and units for four weighings (g), / g, in g or g next to each entry 3 • (Mass of) conical / flask + H2O2 / solution/FB 1 = W • (Mass of) container + solid / catalyst / MnO2 / FB 2 = X • (Mass of) container (empty / with residual MnO2) = Y • (Mass of) conical / flask and contents (at end / after reaction / after 30 minutes) = Z II Weighings and mass of FB 2 recorded. • All weighings (minimum 3) recorded to same decimal places (either 2 dp or 3 dp) • mass of FB 2, correctly calculated. (X – Y) III: Accuracy (Q) mark in 1(a) Award III if candidate’s mass loss (calculated to 2 dp) is within, or equal to, 25% of supervisor’s mass loss (calculated to 2 dp). Mass loss = W + (X – Y) – Z 1(b)(i) Mass of oxygen correctly calculated 1 Mass loss = weighing 1 + mass of FB 2 added – weighing 4 = W + (X – Y) – Z and answer given to a minimum of 2 significant figures (sf) 1(b)(ii) Equation with state symbols 1 2H2O2(aq) → 2H2O(l) + O2(g) 1(b)(iii) Correctly uses (b)(i) to calculate [H2O2(aq)] in FB 1 2 M1: correct expression/answer for amount of O2 liberated: n(O2) = (b)(i) / 32 mol (does not need to be evaluated) M2: concentration of H2O2 and answer given to 2–4 sf [H2O2(aq)] = 40 × 2 × answer to step 1 (final answer is approx = 2.5 × (b)(i)) mol dm−3) 1(b)(iv) Correct use of (b)(iii) to calculate volume strength of H2O2 1 Volume strength = (b)(iii) × 0.5 × 24.0 (= (b)(iii) × 12) vol and answer given to 2–4 sf 1(c)(i) EITHER 1 (Continuing) effervescence shows that reaction is not complete. OR no (more) fizzing shows that reaction has finished / is complete. or mass of flask and contents is constant shows reaction is complete (owtte) 1(c)(ii) M1: Plug prevents escape of liquid droplets (owtte) 1 or plug stops solution / FB 1 fizzing out (owtte) or plug traps aerosol formed M2: Student is correct (must be stated explicitly) 1 and provided that plug is pre-weighed 1(c)(iii) EITHER 1 Mass is same as listed in (a) (or value stated) and MnO2 is a catalyst OR MnO2 is a catalyst so its mass will not change (during the reaction)