Question

Using laws of logarithms, write the expression below using sums and/or differences of logarithmic expressions which do not contain the logarithms of products, quotients, or powers. log(x/4)=

Answer 1

We just need to remenber the followed log property:

`\log _{}(x)/(y)=\log _{}x-\log _{}y`

So:

`\log _{}(x)/(4)=\log _{}x-\log _{}4`