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In Exercise, use the properties of logarithms to rewrite the expression as a sum, difference, or multiple of logarithms.

In 3/2

User Eric Milas
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1 Answer

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Answer:


Ln((3)/(2) )=Ln(3)-Ln(2)

Explanation:

The property of the logarithms that can be used for this expression is:


Ln((A)/(B) )=Ln(A)-Ln(B)

in this case we have


Ln((3)/(2))

so
A=3 and
B=2

so we rewrite the expression as a difference using
Ln((A)/(B) )=Ln(A)-Ln(B):


Ln((3)/(2) )=Ln(3)-Ln(2)

User Csalive
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