Given,
For all positive values of x, the value of
[tex]log_xx[/tex]
is always, the value of
[tex]log_x1[/tex]
is always.
Solution:
The positive values of x so here the value of
[tex]log_xx[/tex]
should always be 1 and the value of
[tex]log_x1[/tex]
should be 0.
It is the function where the log x, base a of the x. It shows the inverse of the exponential function so here the exponential form is used.
So we can conclude that The positive values of x so here the value of
[tex]log_xx[/tex]
of should always be 1 and the value of
[tex]log_x1[/tex]
should be 0.
Hence, the above answers are correct.
