Solution:
The given inequalities are
…………… (i)
……………. (ii)
For
Take value of
and
in equation one by one, we get value of
and
We got the point as
and
Let us check for
We got
which is not true, hence the origin does not lies in the solution of the equality. The required region is on the right side of the graph.
For
Take value of
and
one by one in equation, We get value of
and
We got the points as
,
Let us check for origin
We got
which is true,
Therefore, the origin lies in solution of the equation.
We can say that the region on the right of the equation is the region required.
In the below graph the shaded region is the required region.