(a)
\graphs of
, and
in two windows :
.gif\")
.gif\")
.gif\")
(b)
\Observe the above graphs :
\As x is very close to the origin, the function approximates the behavior of the term of lower degree, or
.
(c)
\Observe the above graphs :
\As
and
, the function approximates the behavior of the term of higher degree, or
.
(d)
\As
and
,the function approximates the behavior of function
, and very close to the origin the function approximates the behavior of function
.
(a)
\graphs of
, and
in two windows :
.gif\")
.gif\")
.gif\")
(b)
\Very close to the origin, the function approximates the behavior of the term of lower degree, or
.
(c)
\As
and
, the function approximates the behavior of the term of higher degree, or
.
(d)
\As
and
,the function approximates the behavior of function
, and very close to the origin the function approximates the behavior of function
.