Can you help me with this please
1 answer:
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The intersection of the two surfaces occurs along the cylinder 
, so we have the 
- and 
-coordinates of the points in the bounded region contained within 
and 
, while 
.
The triple integral is then given by
where
denotes the bounded region in the first quadrant.
Integrating in Cartesian coordinates is easy enough to do in this order.
The triple integral is then given by
where
Integrating in Cartesian coordinates is easy enough to do in this order.