We use this principle:
The logarithmic equation may be written
as the exponential equation
So let's let
Then
becomes the log equation:
which by the above principle (in red) may be written as the
exponential equation:
or
And since we let , then
This time we let , and
that becomes:
Then we use the above same principle in red again on that
logarithmic equation, and we get the exponential equation:
or
Since we let ,
then we use that same principle again on that logarithmic
equation, and we get the exponential equation
thus
Edwin