CalcNotes0202-page5

CalcNotes0202-page5 - (Section 2.2: Properties of Limits...

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(Section 2.2: Properties of Limits and Algebraic Functions) 2.2.5 Example 2: Discussion on Property 6 (The Limit of a Root) Remember the graph of y = x : (Figure 2.2.a) lim x ±² 1 x does not exist (DNE) as a real number. lim x ± 0 + x = 0 . lim x ± 0 ² x does not exist (DNE). It is impossible to approach 0 from the left while staying in the domain of x . A limit can only exist if you can approach through the domain set. Therefore, lim x ± 0 x does not exist (DNE) as a real number. In general … Discussion on Property 6 (The Limit of a Root) Assume for now that n is a positive even integer. Then, if
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This note was uploaded on 12/29/2011 for the course MATH 150 taught by Professor Sturst during the Fall '10 term at SUNY Stony Brook.

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