Question 630330
{{{6^(x+3)=230}}}


{{{ln(6^(x+3))=ln(230)}}}


{{{(x+3)ln(6)=ln(230)}}}


{{{x+3=ln(230)/ln(6)}}}


{{{x=ln(230)/ln(6)-3}}}


So the solution is {{{x=ln(230)/ln(6)-3}}}


Note: You can rewrite that as 


{{{x=ln(230)/ln(6)-3}}}


{{{x=ln(230)/ln(6)-(3*ln(6))/ln(6)}}}


{{{x=(ln(230)-3*ln(6))/ln(6)}}}


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