Given a function
we can find
for any value of
Substitute the value for
into![]()
If
then obtain
when
by finding![]()
By finding the inverse of a function we can find x for any value of
if this can be done.
The Procedure is:
-
Let

-
Rearrange to make
the subject. -
Swap
and
. -
Replace
by
-
The graph of
can be obtained by reflecting the graph of
in the diagonal line
Example: The graph of
is sketched below.

Make
the subject:
Swap
and

Replace
by
