What is the limit of #x^2#?

1 Answer
seph
Oct 8, 2014

The limit depends on the value that #x# approaches.

Generally, to get the limit, substitute the value that #x# approaches and solve for the resulting value.

For example, if #x# approaches 0, we can say that its limit is #0^2 = 0#

However, this is not always true.
For example, the limit of #1/x# as #x# approaches 0 is undefined.

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