## surface integralThe double integral obtained through integration of a function f = (x, y) over a surface S whose vertical projection on the xy-plane
in the region of R. The surface integral gives the volume between the surface and the xy-plane and is written
In vector notation (see vector analysis), the surface integral is generally written which is a scalar, dS being a surface element treated as the vector dx × dy and V being a vector
function. ## Related category• CALCULUS AND ANALYSIS | |||||

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