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mauvepig636Lv1
12 Feb 2023
F1 = [ z, y, x ]
and
F2 = [ z, y, -x ]
A. Which of these vector fields is the gradient of a scalar?
B. For the vector field that is NOT a gradient, what is theaxis/direction of the curl?
C. On your paper, with the axis direction of the curl of the vectorfield that is NOT a gradient, coming perpendicularly OUT of thepaper (which means that the rotation is in the plane of the paper).Draw a few vectors
F1 = [ z, y, x ]
and
F2 = [ z, y, -x ]
A. Which of these vector fields is the gradient of a scalar?
B. For the vector field that is NOT a gradient, what is theaxis/direction of the curl?
C. On your paper, with the axis direction of the curl of the vectorfield that is NOT a gradient, coming perpendicularly OUT of thepaper (which means that the rotation is in the plane of the paper).Draw a few vectors
nick-01Lv10
19 Feb 2023
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