[8], AS, (IAL), Pure Mathematics, (P2),-Solomon Paper J, Q7,Binomial Expansion, Approximations

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[7] AS (IAL) Pure Mathematics (P2)-Solomon Paper H Q4 Binomial Expansion [7] AS (IAL) Pure Mathematics (P2)-Solomon Paper H Q4 Binomial Expansion
[3] AS (IAL) Pure Mathematics (P2)-Solomon Paper A Q6 Circles, Equations of Tangents [3] AS (IAL) Pure Mathematics (P2)-Solomon Paper A Q6 Circles, Equations of Tangents
[9] AS (IAL) Pure Mathematics (P2)-Solomon Paper I Q9 Differentiation, Modelling, Optimisation [9] AS (IAL) Pure Mathematics (P2)-Solomon Paper I Q9 Differentiation, Modelling, Optimisation
[8] AS (IAL) MATHS (P2) Solomon Paper J Q9 Factor Theorem, Division, Differentiation [8] AS (IAL) MATHS (P2) Solomon Paper J Q9 Factor Theorem, Division, Differentiation
Show that (2.08)⁷ = 168.439 using Binomial Expansion Show that (2.08)⁷ = 168.439 using Binomial Expansion
[5] AS (IAL) Pure Mathematics (P2) Solomon Paper L Q8 Differentiation, Stationary Points [5] AS (IAL) Pure Mathematics (P2) Solomon Paper L Q8 Differentiation, Stationary Points
[4] AS (IAL) Pure Mathematics (P2)-Solomon Paper H Q6 Differentiation, Stationary Points [4] AS (IAL) Pure Mathematics (P2)-Solomon Paper H Q6 Differentiation, Stationary Points
[6], A2, (IAL), Pure Mathematics, (P4),-Solomon Paper G, Q3, Binomial Expansion [6], A2, (IAL), Pure Mathematics, (P4),-Solomon Paper G, Q3, Binomial Expansion