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Solve and type in a different form by using the given theorems of logarithms.
log N^3

User Afrazier
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log N^3 = 3 log N

using the theorem log a^2 = 2 log a
User Walter Sun
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5 votes

Answer:

Hence, the different form of log N^3 by using the given theorems of logarithms is:


\log N^3=3\log N

Explanation:

We have to represent the given logarithmic function in some other form using the property of logarithm.

We are given a logarithmic function as:


\log N^3

As we know the property of logarithm that:


\log m^n=n\log m

Hence, we can represent our given function as:


\log N^3=3\log N

Hence, the different form of log N^3 by using the given theorems of logarithms is:


\log N^3=3\log N

User Upio
by
8.3k points

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