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6 Nov 2019
For Question 4, the integral is where F(x.y.z) = i + ez cos yj + (-1 + ez sin y)k. and is the hemisphere given by x2 + y2 + z2 = 9, r > 0, oriented with the unit normal vector pointing outwards (away from the origin). Show transcribed image text For Question 4, the integral is where F(x.y.z) = i + ez cos yj + (-1 + ez sin y)k. and is the hemisphere given by x2 + y2 + z2 = 9, r > 0, oriented with the unit normal vector pointing outwards (away from the origin).
For Question 4, the integral is where F(x.y.z) = i + ez cos yj + (-1 + ez sin y)k. and is the hemisphere given by x2 + y2 + z2 = 9, r > 0, oriented with the unit normal vector pointing outwards (away from the origin).
Show transcribed image text For Question 4, the integral is where F(x.y.z) = i + ez cos yj + (-1 + ez sin y)k. and is the hemisphere given by x2 + y2 + z2 = 9, r > 0, oriented with the unit normal vector pointing outwards (away from the origin).0
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