The equations are
,
and
.
(a)
\Graph the equations
,
and
.
Observe the graph:
\The equation
is upper curve and
is lower curve.
The two curves are intersected at
and
.
Therefore, the region bounded between
to
.
(b)
\
on interval
.
The area between two curves is
.
Consider 


.
Apply derivative on each side with respect to
.

.
Substitute
,
and
.

When
,
.
When
,
.


Substitute
.
.
When
,
.
When
,
.














Apply formula:
.





.
.
(c)
\Estimate the area by using graph:
\Observe the graph:
\The area bounded between two curves is
.
(a)
\Graph of the functions
and
.
(b) The area bounded between two curves is
.
(c)
.