- #1
Derill03
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Consider the tetrahedron which is bounded on three sides by the coordinate planes and on the fourth by the plane x+(y/2)+(z/3)=1
Now the question asks to find the area of the tetrahedron which is neither vertical nor horizontal using integral calculus (a double integral)? I think they mean the plane
I am not really sure what to do here, any pointers on where to start? The professor never covered how to do areas with double integrals
Now the question asks to find the area of the tetrahedron which is neither vertical nor horizontal using integral calculus (a double integral)? I think they mean the plane
I am not really sure what to do here, any pointers on where to start? The professor never covered how to do areas with double integrals