Find the derivative of $f(x)=3\ln \left(x^6\right)$, for $x>0$.

Find the derivative of $r(x)=x^5\ln x$, for $x>0$.

Find the derivative of $u(x)=8\ln x+3x^3$, for $x>0$.

Find the derivative of $v(x)=x^6\ln x$, for $x>0$.

Find the derivative of $p(x)=-9{\log }_{2}x$, for $x>0$.

Find the derivative of $p(x)=7\ln \left(x^3\right)$, for $x>0$.

Find the derivative of $q(x)=-\ln x-6x^6$, for $x>0$.

Find the derivative of $w(x)=-7\ln \left(x^5\right)$, for $x>0$.

Find the derivative of $f(x)=2{\log }_{10}x$, for $x>0$.

Find the derivative of $s(x)=7\ln \left(x^7\right)$, for $x>0$.

Find the derivative of $g(x)=\ln \left(4x^4\right)$, for $x>0$.

Find the derivative of $f(x)=-5{\log }_{2}x$, for $x>0$.

Find the derivative of $g(x)=-7{\log }_{2}x$, for $x>0$.

For $g(x)={\log }_{2}x$, find $g^{\prime }\left(5\right)$ in exact form.

Find the derivative of $q(x)=-8{\log }_{10}x$, for $x>0$.

Find the derivative of $w(x)=\ln \left(8x^3\right)$, for $x>0$.

For $u(x)={\log }_{2}x$, find $u^{\prime }\left(6\right)$ in exact form.

Find the derivative of $v(x)=3\ln x+4x^2$, for $x>0$.

Find the derivative of $r(x)=-{\log }_{4}x$, for $x>0$.

Find the derivative of $r(x)=x^2\ln x$, for $x>0$.

Find the derivative of $r(x)=\ln \left(2x^4\right)$, for $x>0$.

Find the derivative of $w(x)=-4\ln \left(x^4\right)$, for $x>0$.

Find the derivative of $g(x)=3\ln x-x^2$, for $x>0$.

Find the derivative of $v(x)=x^3\ln x$, for $x>0$.

Find the derivative of $f(x)=-\ln x-5x^5$, for $x>0$.

Find the derivative of $g(x)=x^4\ln x$, for $x>0$.

Find the derivative of $q(x)=-9\ln \left(x^9\right)$, for $x>0$.

For $f(x)={\log }_{5}x$, find $f^{\prime }\left(3\right)$ in exact form.

Find the derivative of $s(x)=2\ln x-6x^2$, for $x>0$.

Find the derivative of $q(x)=-9\ln x+5x^2$, for $x>0$.