Clifland
2021-10-08
Evaluate the triple integral E xydV, where the parabolic cylinders define the boundary and the planes z=0 and z=x+y
davonliefI
Skilled2021-10-09Added 79 answers
The solid is provided above the area that is enclosed by two parabolas that intersect at a particular point (1,1) given with the equations . Expressing y from the first equation yields us the following triple integral:
Next we calculate the remaining double integral:
Results:
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