The diffrential equation is
.
The general solution is
.
The particular solutions of
are
.
Draw the graphs for different values of
.
(1).Draw the Coordinate plane.
\(2).Graph the function
.
Graph :
\.gif\")
Observe the graph :
\The graph obtained when
is in origin.
(1).Draw the Coordinate plane.
\(2).Graph the function
.
Graph :
\
Observe the graph :
\The graph obtained when
is an ellipse.
(1).Draw the Coordinate plane.
\(2).Graph the function
.
Graph :
\
Observe the graph :
\The graph obtained when
is an ellipse.
Particular solutions :
\When
,the graph is in origin.
When
, the graph is an ellipse.
When
, the graph is an ellipse.