Question Solve the equation x=e52Alternative Form x≈0.013476 Evaluate ln(2)−ln(x)=5Find the domain ln(2)−ln(x)=5,x>0Use logax−logay=logayx to transform the expression ln(x2)=5Convert the logarithm into exponential form using the fact that logax=b is equal to x=ab x2=e5Cross multiply 2=xe5Simplify the equation 2=e5xSwap the sides of the equation e5x=2Divide both sides e5e5x=e52Divide the numbers x=e52Check if the solution is in the defined range x=e52,x>0Solution x=e52Alternative Form x≈0.013476 Show Solution Graph
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