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1. Rewrite the equation to be in terms of the same base and use the one-to-one property (the Equivalency Property) to solve the equation. $${ }^{-11}=4^{2 m}$$
2. Use the idea of an inverse function to solve the exponential equation. $$+e^{2 x}=39$$
3. Use properties of logarithms to solve the equation. Indicate any answers that do not check with the domains of the logarithms. $$(x)+\log _{6}(x+2)=\log _{6}(x+6)$$
Use properties of logarithms to solve the equation. Indicate any answers that do not check with the domains of the logarithms. $$=3-\log _{5}(y-20)$$