Paper Reference(s) - Maths Tallis
(a) Use the binomial theorem to expand (2 – 3x)–2, (x ( < , in ascending powers of x, up to and including the term in x3. Give each coefficient as a simplified fraction. (5) f(x) = , (x ( < , where a and b are constants. In the binomial expansion of f(x), in ascending powers of x, the coefficient of x is 0 and the coefficient of x2 is . ................
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