We want to factor the following expression: \[16x^2-16xy^3+4y^6\] We can factor the expression as \[(U-V)^2\] where \[U\] and \[V\] are either constant integers or single-variable expressions. 1) What are \[U\] and \[V\]? Choose 1 answer: Choose 1 answer: (Choice A) \[U=4x\] and \[V=2y^3\] A \[U=4x\] and \[V=2y^3\] (Choice B) \[U=4x\] and \[V=4y^6\] B \[U=4x\] and \[V=4y^6\] (Choice C) \[U=8x\] and \[V=2y^3\] C \[U=8x\] and \[V=2y^3\] (Choice D) \[U=8x\] and \[V=4y^6\] D \[U=8x\] and \[V=4y^6\] (Choice E) \[U=16x^2\] and \[V=2y^3\] E \[U=16x^2\] and \[V=2y^3\] (Choice F) \[U=16x^2\] and \[V=4y^6\] F \[U=16x^2\] and \[V=4y^6\] 2) Factor the expression.