# Ex 2_5 - E XERCISES 2.5 Findt hel imitsi n E xercises 1 2 I...

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2.5 Find the limits in Exercises I 12. l Flnd the limits in Exdlses ll 16 Find ine lifrits in Ercrcises 17 22. I ".,-{, 21. lim -:-as 2. lim I 16. lim (2 - cordJ b. -rj2 l. --I ^^l 16. r=- e. Whal, if anlrhing. can be said about the limit as r r 0 ? Find lhe linits h Exerciscs 23 26. ".,,.(' +)", *. ".(+r')", b. r-0 lj 2s. lm{ , + '_Ji\ 'Y (1 1r / _ L r+0* hr-0 c. r-l- d. r+l /t ' \ 2'5. timt- ]-lcs \r. (r r)r,/ a. r- 0' b. Jro c. r--1' d.r+l Glaph the intional fDnctioN ln Exercises 27 j8. Include the graphr atrd cquations ofrhe asynltotes. e. whar, if anylhing, can be said about the timit as j + 0 ? ln Exercises 39 42. sketch rhe graph ofa turcrion ] = l(r) jhat saD: fies the given conditions. No formDtas are required just tabel the c.- ordhate des md sketch an appropna€ graph. (The ans\$lrs are d uique, so your graphs may not be exactly lite ihosc ,n rne an\a= re. l(0) = 0, /(r) = 2.

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## This note was uploaded on 05/08/2011 for the course ACCOUNTING 121210 taught by Professor Sdasdas during the Spring '10 term at Albany College of Pharmacy and Health Sciences.

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Ex 2_5 - E XERCISES 2.5 Findt hel imitsi n E xercises 1 2 I...

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