Solve equations of the form a^x=b Algebra II

\ln\left(\dfrac{24}{3}\right)\\

\dfrac{\ln\left(24\right)}{\ln\left(3\right)}

\dfrac{\ln\left(3\right)}{\ln\left(24\right)}

\ln\left(\dfrac{3}{24}\right)\\

\ln\left(4\right)

\dfrac{\ln\left(12\right)}{\ln\left(3\right)}

\dfrac{\ln\left(19\right)}{\ln\left(2\right)}

\dfrac{\ln\left(23\right)}{\ln\left(5\right)}

\dfrac{\ln\left(25\right)}{\ln\left(4\right)}

\dfrac{\ln\left(54\right)}{\ln\left(14\right)}

\dfrac{\ln\left(63\right)}{\ln\left(5\right)}

\dfrac{\ln\left(73\right)}{\ln\left(10\right)}

-\dfrac{\ln\left(7\right)}{\ln\left(13\right)}

-\dfrac{\ln\left(70\right)}{\ln\left(2\right)}

\dfrac{\ln\left(15\right)}{\ln\left(\dfrac{1}{2}\right)}

\dfrac{\ln\left(25\right)}{\ln\left(\dfrac{1}{2}\right)}

x=-4

x=4

\dfrac{\ln\left(81\right)}{\ln\left(2\right)}

\dfrac{\ln\left(81\right)}{\ln\left(5\right)}

\dfrac{\ln\left(25\right)}{\ln\left(\pi\right)}

\dfrac{\ln\left(20\right)}{\ln\left(5\pi\right)}

\dfrac{\ln\left(50\right)}{\ln\left(\pi\right)}

\dfrac{\ln\left(\pi\right)}{\ln\left(50\right)}

\dfrac{\ln\left(100\right)}{\ln\left(9\right)}

3

2

\dfrac{\ln\left(99\right)}{\ln\left(10\right)}