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Expanding logarithmic Expression In Exercise,Use the properties of logarithms to rewrite the expression as a sum,difference,or multipal of logarithms.See example 3.

In 1/5

User Mix
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1 Answer

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Answer:


ln{(1)/(5)}=ln(1)-ln(5)

Explanation:

Given


\ln{(1)/(5)}

  • using the logarithmic property:
    \ln{(a)/(b)} = ln((a))-ln((b))


ln(1)-ln(5)

this expression is described as asked in the question.

it cannot be further simplified using the properties of log.

User RobJan
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