Calculus 3 Quiz
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MULTIPLE INTEGRALS
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A student claims that for any transformation T:(x,y)↦(u,v)T: (x,y) \mapsto (u,v), if the Jacobian determinant ∂(u,v)∂(x,y)=0\frac{\partial(u,v)}{\partial(x,y)} = 0 at a point, then the transformation cannot be used to evaluate double integrals in a neighborhood of that point. Which statement best evaluates this claim?
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