Question: Suppose that 1 and 2 are two-forms on R 3 such that 1 = 2 +d where is the one-form =sin(y+z)dx Let S be a

Suppose that 1 and 2 are two-forms on R 3 such that 1 = 2 +d where is the one-form =sin(y+z)dx Let S be a surface in R 3 whose boundary is a simple closed curve C that lies within the plane x=4. Show that S 1 = S 2

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