9. [Vndo over the entire surface of the volume in the first octant bounded by 2² + y² +2²= 16 and the coordinate planes, where V = (x + x² - y²)i + (2xyz-2xy)j-zz²k.
9. [Vndo over the entire surface of the volume in the first octant bounded by 2² + y² +2²= 16 and the coordinate planes, where V = (x + x² - y²)i + (2xyz-2xy)j-zz²k.
9. [Vndo over the entire surface of the volume in the first octant bounded by 2² + y² +2²= 16 and the coordinate planes, where V = (x + x² - y²)i + (2xyz-2xy)j-zz²k.
Use either Stokes’ theorem or the divergence theorem to evaluate each of the following integrals in the easiest possible way
Transcribed Image Text:9. [V.ndo over the entire surface of the volume in the first octant bounded by
2² + y² +2²= 16 and the coordinate planes, where
V = (x + x² - y²)i + (2xyz - 2xy)j - xz²k.
With differentiation, one of the major concepts of calculus. Integration involves the calculation of an integral, which is useful to find many quantities such as areas, volumes, and displacement.
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