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Help me guys... Use Gauss Theorem to evaluate the flux of G=2x^2zi - 3yz^2j +xz^2k through the curve of hemisphere (hemisphere x^2+y^2+z^2=1)
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i get the answer 2pi
@satellite73 could you help me??
Div F = ?
∫∫∫ div F dV
since it's a hemisphere, you need to convert spherical coordinate
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the rest is just computation
dV= 1/2pi (thickness)(radius)^3 ??
or i just substitute the V of hemisphere using 2/3pi r^3 ? by finding div F firtst.
dV isn't simply the volume. dV is infinitesimally small change in volume. That's why we do the integral. You need to convert dV to spherical co-ordinate
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