M1 ΔH = (3 ͯ– 394) –(–1669 x 2) correct expression
M2 = 2156 (kJ mol–1 ) M2 if –2156
M3 ΔS = (28 x 4 + 214 x 3) – (51 x 2 + 6 x 3) M3 correct expression 1 M4 = 634 (J K–1 mol –1 )
M5 ΔG= ΔH – T ΔS or ΔH =T ΔS or T = ΔH ÷ΔS M5 expression or rearranged expression or with numbers 1
M6 ΔS = 0.634 kJ K–1mol –1 M6 ΔS = M4 ÷ 1000
M7 T = = 3400 to 3401 (K)
Use the equation and the data in the table below to calculate the minimum temperature, in K, at which this reaction becomes feasible. (7marks)