Question

What is the exponential form of the logarithmic equation? 4=log0.7(0.2401)

Answer 1

The exponential form of the logarithmic equation 4 = $log_{0.7} (0.2401)$ is

0.7⁴ = 0.2401

4 = $log_{0.7} (0.2401)$

The exponential form of the logarithmic equation can be represented below:

Using logarithm rules,

logₐ b = x

Can be represented in exponential form as follows:

aˣ = b

Therefore,

4 = $log_{0.7} (0.2401)$

using the logarithm rule described above can be represented in exponential form as follows:

0.7⁴ = 0.2401

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