Question: The volume integral 1= ()x, is over a region V bounded by a surface (an infinitesimal area element being nds, where is the outward

The volume integral 1= ()x, is over a region V bounded by

The volume integral 1= ()x, is over a region V bounded by a surface (an infinitesimal area element being nds, where is the outward unit normal). If it changes to I+Al when the vector A is changed to A+VA, then AI can be expressed as (a) fff.(VAX) dx (c)-(VAX).ds (b) -fff VA dx V (d) $VA.ds

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