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Question 17. Let f : R2 - {(0,0) } -> R' be the vector field defined by the following: sin(1' + y?) f (I, y)
Question 17. Let f : R2 - {(0,0) } -> R' be the vector field defined by the following: sin(1' + y?) f (I, y) = (a) Show that f can be defined at the origin so that it is continuous at (0,0)
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