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Now working on the ( 2 x − y) 3 term, you can expand it out using the normal binomial Of course, you can always use the trinomial expansion, ( a b c) n = ∑ i, j, k ( n i, j, k) a i b j c k For this you use, ( n i, j, k) = n!Arrow_forward learn write tutor study resourcesexpand_more Study Resources We've got the study and writing resources you need for your assignments Start exploring! Explanation (2x −y)6 The binomial theorem states that for any binomial (a b)n, the general expansion is given by (a b)n = twonCr ×an−r × br, where r is in ascending powers from 0 to n and n is in descending powers from n to 0 = two6C0(2x)6( −y)0 two6C1(2x)5( −y)1 two6C2(2x)4( −y)2 two6C3(2x)3( − y)3 two6C4(2x)2( −




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