The function (x, y) = sin(xy)/xy is defined for xy 0. (a) Is it possible to
Question:
The function ƒ(x, y) = sin(xy)/xy is defined for xy ≠ 0.
(a) Is it possible to extend the domain of ƒ to all of R2 so that the result is a continuous function?
(b) Use a computer algebra system to plot ƒ. Does the result support your conclusion in (a)?
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a We define fx y on the x and yaxes by fx y 1 if xy 0 We no...View the full answer
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