Question

Which shows this in logarithmic form?o - l0gg4B)wIN • l0g48C) 4 = log2/381ND) 4 - 10987

Answer 1

`(2)/(3)=log_84`

Explanations:

Given the exponential expression

`8^{(2)/(3)}=4`

Give the general exponential equation

`a^b=y`

The equivalent logarithmic functions is given as:

`log_ay=b`

Compared with the exponential function:

• a = 8

,

• b = 2/3

,

• y = 4

Substitute into the logarithm equivalent:

`\begin{gathered} log_84=(2)/(3) \\ Swap \\ (2)/(3)=log_84 \end{gathered}`