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ln(x + 3) − ln(x) = 3. solve analytically??
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that was wrong! start with \[\log(\frac{x+3}{x})=3\] then equivalent exponential form gives \[\frac{x+3}{x}=10^3\] so \[\frac{x+3}{x}=1000\] \[x+3=1000x\] etc
ln [(x + 3)/x] = 3 ===> e^3 = [(x + 3)/x] ===> e^3 (x) =x+3 ==> e^3 (x) -x=3 ==> x(e^3-1)=3 ===> x=3/(e^3-1)
The problem is written as a natural log, so raheen's answer is correct.
ah so it is.
raheen is right
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yes raheen is right for sure
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