The identities
and
then
yield
(5-36)
.
A similar derivation produces
(5-37)
.
If we set
in Identity (5-36) and
let
, we
get
![]()
As advertised, we have shown that
is not a bounded function; it is also evident from Identity
(5-37) that
is unbounded.
Exploration.
![[Graphics:../Images/ComplexFunTrigMod_gr_187.gif]](../Images/ComplexFunTrigMod_gr_187.gif)
![[Graphics:../Images/ComplexFunTrigMod_gr_189.gif]](../Images/ComplexFunTrigMod_gr_189.gif)