$\ln(1+x+x^2)$ power series

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The problem is to expand this $\ln(1+x+x^2)$ around 0 in power series.

I'm confused. What should I use? ln(1+x) and do something with it?

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Hint:

$$\ln(1+x+x^2)=\ln(1-x^3)-\ln(1-x).$$