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Solve the equation by finding the exact solution. ln x − ln 5 = 15
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\[x-5=e ^{15}\] \[x=e ^{15}+5\]
\[\Large \ln(A) - \ln(B) = \ln(\frac{ A }{ B })\]
\[\Large \ln(X) = C \quad means \quad X = e^c\]
that's not my equation. my equation is this ln x − ln 5 = 15
I am giving you identities. Compare the first identity I gave you to the problem. Compare ln(A) - ln(B) to ln(x) - ln(5). What are A and B? Put that on the right hand side of the identity and tell me what you get.
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