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"A square plate of side a feet is dipped in a liquid of weight density ρ lb/ft3. Find the fluid force on the plate if a vertex is at the surface and a diagonal is perpendicular to the surface." Assuming that we have a function that returns the width of the object at any point x, w(x), and the depth in-water at any x, h(x), shouldn't we be able to find that for every layer of the object Work(xi) = p * h(xi) // where p is weight density F(xi) = Work(xi) * w(xi) * dx // where w(xi) * dx represents Area which should in the end be F(x) = p * integral(Work(x) * w(x) dx) ?
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