Double Integrals and Volume Over a General Region
When the region R is not a Rectangle If is defined by 
and 
, where g and h are continuous on 
, then
If R is defined by 
and 
, where g and h are continuous on 
, then
EXAMPLE 4: Determine the volume of 
in the region 
EXAMPLE 4: Determine the volume of 
in the region 
Notice these inequalities would intersect at the point (1,1)
