Given: $~~\displaystyle \int_{9k}^{2k}g(x)\,dx=-4~~~$ and $~~~\displaystyle \int_{6k}^{9k}g(x)\,dx=-1\,$, where $~k>0\,$.
What is the value of $~~\displaystyle \int_{2k}^{6k}g(x)\,dx\,$?
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