A coefficient for any degree

A coefficient for any degree

IB Year 5 | Grade 11
6 marks

For \(\mathrm{f}(x)=\frac{1+x}{(1-2x)^2}\), find the coefficient of \(x^r\), where \(r\ge1\) is an integer. Deduce the coefficient of \(x^5\) and state the open range of validity.[6]

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Answer:\(2^{r-1}(3r+2);\ 272;\ |x|<\frac12\)

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