Solving Logarithms and Exponential Equations
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1. Solve the equation
(3/4)^x=(27/64)
X=____
2. Graph the equation y=log9^x
3. Solve the following logarithmic equation.
3log4^x=-log4^64
X=_____
4. Solve the equation
In x^+In(x+2)=2
X=___
5. Solve the equation
log1/5(x2+x)-log1/5(x^2-x)=-1
X=___
6. Solve the following exponential equation 5^x=8
X=____
7. Solve the following exponential equation 6.6^x=(0.1)^(-x).
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Solution Summary
The solution give detailed steps on solving 2 kinds of equations: exponentials, logarithmic. The properties of logarithm and exponential are shown and explained.
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