MathAnalysisCalculusMultivariable calculus

Multivariable limits

To be or not to be

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If we try evaluating a function near a limit point and we get the same result approaching it using iterated limits, a straight line, and a parabola, what can we conclude about the existence of the limit of our function?

Select one option from the list

It exists and its value is the repeated result

We cannot conclude until we have proven its existence by definition

It exists and its value must be determined by definition

It doesn’t exist

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