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Toint If a surface has downward normal vector, then its boundary curve is oriented in negative direction. True False If the surface S is viewed from the y-axis, then the surface S has downward 1 point

Toint If a surface has downward normal vector, then its boundary curve is oriented in negative direction. True False If the surface S is viewed from the y-axis, then the surface S has downward 1 point normal vector True False
Green's theorem and Gauss theorem involve two-dimensional region and point three-dimensional region respectively, but both relates about the line Integral and the surface integral True False 1 point The total of flux integral for the vector field F over the region of a cuboid, is equivalent to fjs (V-F) diety die True False

Toint If a surface has downward normal vector, then its boundary curve is oriented in negative direction. True False If the sGreens theorem and Gauss theorem involve two-dimensional region and point three-dimensional region respectively, but both re

Apr 14 2021 View more View Less

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