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VECTOR Irrotational example F=(y+z)i+(z+x)j+(x+y)k
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complete divergence and the curl of vector (x^2+yz)i+(y^2+zx)j+(z^2+xy)k, x^2i+y^2j+z^2k at (1,2,-3)
#3 Consider the following vector field. F(x, y, z) = sqrt x/(6 + z) i + sqrt y/(6+ x )j + sqrt z/(6…
1) v=(x+3y)i+(x-2z)j+(x+az)k 2) v=3xi+(x+y)j-azk are solenoidal 3)v=(axy-z^2)i+(x^2+2yz)j+(y^2-axz)k
Show that the vector f=(siny+z)i+(xcosy-z)j+(x-y)k is irrotational.
Curl of a vector
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