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Section 35: Limits at Infinity
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Section35.notebook
May 07, 2012
Section 35: Limits at Infinity Definition of a Horizontal Asymptote
The line y=L is a Horizontal Asym of f if:
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Theorem 310: Limits at Infinity If r is a positive rational number and c is any real number then:
If is defined when xm means the limit is +/ infinity.
** A trick is to divide ALL terms by the highest power in the denominator. However, when you do so, one of the above three will be your answer.
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Example 4 Page 202 A function with Two Horizontal Asymptotes
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May 07, 2012 Example 5: Limits involving Trig Functions
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Additional Examples Page 205:
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HOMEWORK: Page 205#2034evens TEST REVIEW PROBLEMS (do not hand these in) Page 242#3,5,9,11,1519odd,23
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