How to prove limit does not exis for: limit x-0 and y-0 ((x*y)/(y-x^2))

Question

How to prove limit does not exis for: limit x->0 and y->0 ((x*y)/(y-x^2))

Saurabh Koranglekar · Answer

Dear student For limit to exist it must have only one slope at given point, check right hand limit and left hand limit, both are not equal Regards

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How to prove limit does not exis for: limit x->0 and y->0 ((x*y)/(y-x^2))

How to prove limit does not exis for:
limit x->0 and y->0 ((x*y)/(y-x^2))

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How to prove limit does not exis for: limit x->0 and y->0 ((x*y)/(y-x^2))

How to prove limit does not exis for:limit x->0 and y->0 ((x*y)/(y-x^2))

1 Answers

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How to prove limit does not exis for:
limit x->0 and y->0 ((x*y)/(y-x^2))