Unformatted text preview: | t. gG) = rf d. .(r) = 8' b. c(,) = 5, d. R@-1? b !=x'tz-\c+l c. s(r) = 2rA d. In Ex€rcises 5 and 6. maich each equatio! with it3 graph. Do nol use a graphing device, and giv€ reasons fo. you 6wei Increasing and Decreasing Functions Gnph the imctions in Exercises 7 18. l\7lBt s)mehi$, if any, do the gnphs hae? Specit the inl,enals Nd which the tunction is in-creasiry dd the iniervak whe.e it is decreding. t1+t *'(;.';) l@= s r = -] tv=*Q) 13. J' = rr/8 15. y = x)/' 17. t = (-x)'1tl s, r,=-+ 10. v=-! 12. y=lt M. y= ali 16. r=( xlt'z 18. ), = -t2tt Even and odd Functions In Exe.cises 19 30, say whdh€r tle tunction is evd, od4 or neiihe. . Give rcasoN for you dMr. le. l(x) = 3 2r.JG)=,'z+1 23. s(r) = 13 + r 20. 11;"") = t-22. l\x) = x2 + r 24. s(x) = ,a + 3r2 - |...
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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.
- Spring '10