Change the logarithmic equation to an equivalent equation involving an exponent. $$ \ln x=11 $$ The equivalent exponential equation is

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$$ x = e^{11} $$ To convert the logarithmic equation $$\ln x = 11$$ to an equivalent exponential equation, we use the definition of the natural logarithm. The equation $$\ln x = 11$$ can be rewritten in exponential form as: $$ x = e^{11} $$ Thus, the equivalent exponential equation is: $$ x = e^{11} $$

Change the logarithmic equation to an equivalent equation involving an exponent. \[ \ln x=11 \] The equivalent exponential equation is

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Change the logarithmic equation to an equivalent equation involving an exponent. \[ \ln x=11 \] The equivalent exponential equation is

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