Solving Logarithmic Equations
Solve the Logarithmic Equation 4+log⁡3(x+2)=223\displaystyle {4}+{{\log}_{{3}}{\left({x}+{2}\right)}}=\frac{{22}}{{3}} by following the steps below.

Note: You must give each answer written as an equation.
4+log⁡3(x+2)=223\displaystyle {4}+{{\log}_{{3}}{\left({x}+{2}\right)}}=\frac{{22}}{{3}}Original Problem Statement

  		ISOLATE the logarithmic part of the equation

  		Change the equation to EXPONENTIAL form
ISOLATE the variable
CHECK your result if possible

  		Final Results in Exact Form

  		Final Results Rounded to three decimal places

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