The formula log in a natural logarithm can be written as?

Jake Quin asked Jun 22, 2023

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Jake Quin asked Jun 22, 2023

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15 votes

Solution:

Given the logarithmic expression:

$\log_545$

According to the change of base formula,

$\log_BA=\frac{\ln A}{\ln\text{ B}}$

Thus, expressing the logarithm expression in a natural logarithm,

$\log_545=(\ln45)/(\ln5)$

Hence, we have

$(\ln45)/(\ln5)$

Iveytron answered Jun 27, 2023

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