Given that \(\displaystyle \int _{0}^{6}g(x)dx=2\), evaluate the integral \(\displaystyle \int _{6}^{0}(4g(x)+1)dx\).
\[ \int _{6}^{0}(4g(x)+1)dx = \answer {-14}\]
Given that \(\displaystyle \int _{0}^{6}g(x)dx=2\), evaluate the integral \(\displaystyle \int _{6}^{0}(4g(x)+1)dx\).