Solve the equation $$ \ln (6 x+5)=2 $$ The exact solution (using exponents) is $$ x=\frac{e^{2}-5}{6} $$ The solution, rounded to 4 decimal places is $$ x=0.7818 $$

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Santiago Cox · Accepted Answer

The exact solution is $$ x=\frac{e^{2}-5}{6} $$ and rounded to 4 decimal places, $$ x=0.3982 $$.

Solve the equation \( \ln (6 x+5)=2 \) The exact solution (using exponents) is \( x=\frac{e^{2}-5}{6} \) The solution, rounded to 4 decimal places is \( x=0.7818 \)

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Solve the equation \( \ln (6 x+5)=2 \) The exact solution (using exponents) is \( x=\frac{e^{2}-5}{6} \) The solution, rounded to 4 decimal places is \( x=0.7818 \)

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