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Will give medal and fan. Solve for x: ln(x+9)-ln(x)=1
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I dont understand this 1 soz
Oops, ln(x+9)-ln(x)=1
property of logs \[\log a - \log b = \log (\frac{a}{b})\]
ln(x+9/x)=1
ln(x+9)-ln(x)=1 ln((x+9)/x)=1 (Log Laws) (x+9)/x=e x+9=ex 9=(e-1)x x=9/(e-1)
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How did you get from x+9=ex to 9=(e-1)x
x+9=ex bring the x to the other side 9=ex-x factor out the x 9=(e-1)*x
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