Question: In this exercise you will conclude that a limit does not exist by computing the limiting using two different directions and obtaining two different answers.

In this exercise you will conclude that a limit does not exist by computing the limiting using two different directions and obtaining two different answers.

We are interested in the limit lim

(0, 0)

^4

^4 / (

^2 +

^4)^3

(

)

Find the limit along the curve

= 0

: ANSWER

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