Question 119 marks
Question
(a) Define a transition element. …… [1] (b) The 3d orbitals in an isolated gaseous Cu2+ ion are degenerate. (i) Define the term degenerate. …… [1] (ii) Complete the electronic configuration of Cu2+. 1s2 …… [1] (c) (i) State the colours of the aqueous solutions for the two copper(II) complex ions shown. • [Cu(NH3)4(H2O)2]2+(aq) …… • [CuCl 4]2–(aq) …… [1] (ii) Explain why aqueous complex ions of transition elements are usually coloured. …… [3] (d) (i) When an excess of NH3(aq) is added to a solution of [CuCl 4]2–(aq), [Cu(NH3)4(H2O)2]2+(aq) is formed. State the type of reaction. Complete the equation for this reaction. State symbols are not required. type of reaction …… equation [CuCl 4]2– + …… [Cu(NH3)4(H2O)2]2+ + …… [2] * 0000800000003 * DFD 3 (ii) The [Cu(NH3)4(H2O)2]2+ complex ion shows stereoisomerism. Complete the three‑dimensional diagrams in Fig. 1.1 to show the two different stereoisomers of [Cu(NH3)4(H2O)2]2+. isomer 1 isomer 2 Cu Cu Fig. 1.1 [2] (iii) Deduce which stereoisomer in (d)(ii) is polar. Explain your answer. polar isomer …… explanation …… [1] (e) The dianion P can act as a tridentate ligand. P – – O O N O H O (i) Suggest how P can form three dative covalent bonds. …… [1] (ii) 2 moles of dianion P, C4H5NO42–, react with 1 mole of aqueous cobalt(III) ions, [Co(H2O)6]3+ to form 1 mole of complex ion Q. Deduce the formula and charge of Q. …… [1] * 0000800000004 * DFD 4 (f) Table 1.1 shows values for the stability constants, Kstab, of some silver(I) complexes. Table 1.1 complex value of Kstab [Ag(CN)2]–(aq) 1.1 × 1018 [Ag(NH3)2]+(aq) 1.2 × 107 [Ag(S2O3)2]3–(aq) 2.9 × 1013 (i) Define the stability constant of a complex. …… [1] (ii) Use the information in Table 1.1 to identify the most stable silver(I) complex. Explain your answer. most stable …… explanation …… [1] * 0000800000005 * DFD 5 (g) Sodium sulfite, Na2SO3, is used as a food preservative. A 3.75 g sample of impure Na2SO3 is dissolved in distilled water and made up to 250 cm3 in a volumetric flask. 10.0 cm3 of this solution requires 18.70 cm3 of acidified 0.0150 mol dm–3 MnO4–(aq) to reach the end‑point. The equation for the reaction is shown. 2MnO4– + 5SO32– + 6H+ 2Mn2+ + 5SO42– + 3H2O Calculate the percentage by mass of Na2SO3 in the sample. percentage by mass of Na2SO3 = …… [3] [Total: 19] * 0000800000006 * DFD 6
Mark scheme
1(a) forms (one or more) stable ions / compounds / oxidation states 1 with incomplete / partially filled (3)d orbital(s) / d shell / d sub-shell 1(b)(i) (orbitals) are at the same energy 1 1(b)(ii) (1s2) 2s2 2p6 3s2 3p6 3d9 1 1(c)(i) [Cu(NH3)4(H2O)2]2+(aq) deep / dark / royal blue 1 AND [CuCl4]2–(aq) yellow 1(c)(ii) M1: d orbital(s) of different energy / d-d splitting occurs / d sub-shell splits 3 M2: electron(s) promoted / excited M3: light / wavelength / frequency / photon absorbed AND complementary colour seen 1(d)(i) M1: ligand exchange / replacement / substitution / displacement 2 M2: [CuCl4]2– + 4NH3 + 2H2O → [Cu(NH3)4(H2O)2]2+ + 4Cl– 1(d)(ii) M1: one correct 3D structure of [Cu(H2O)2(NH3)4]2+ 2 M2: correct 3D stereoisomer structure of isomer 1 1(d)(iii) cis isomer AND dipoles do not cancel 1 1(e)(i) (two) oxygen and (one) nitrogen (can donate) three lone pair(s) of electrons (to the metal ion) 1 1(e)(ii) [Co(C4H5NO4)2]– 1 1(f)(i) equilibrium constant for the formation of the complex (ion) 1 in a solvent / water / solution OR from its constituent ions or molecules 1(f)(ii) [Ag(CN)2]–(aq) AND largest (value of) Kstab 1 1(g) M1 M2: any two [1], all four [2] 3 • moles MnO4– = 0.015 ×18.70/1000 = 2.805 × 10–4 • moles SO32– = 2.805 × 10–4 × 5/2 = 7.0125 × 10–4 (in 10 cm3) • moles SO32– = 1.753 × 10–2 (in 250 cm3) • mass Na2SO3 = 1.753 × 10–2 × 126.1 = 2.21 g M3: % purity = 100 × 2.21 / 3.75 = 58.9 – 59.0 % min 2sf