(eText Screens 5.1-1-5.1-51) In Exercises 22-34, use the graph of y = 2*, y = et, or y = 3* and transformations to sketch each exponential function. Determine the domain and range. Also, determine the y-intercept, and find the equation of the horizontal asymptote. d soubeigel piston $5 22. f(x) = 2obsbs 23. f(x) = 3* - 1 SbS 24. f(x) = -3*+2 M nolfo * + 1 enit ve belebon SbS (25) f (x) = -2141 - 1 Sb$ 26 . f ( x ) = SDS 27. f(x) = IN - 3 iben ent of lower Jon eHoitsoup priwo $5 28. f(x) = 2 + 1 showsbS 29. f(x) = 31-x- 2 lod a lohear of hisithroatilived so$ 30. f(x ) = ex- 1 SbS 31. f(x) = ex - 1 Sb$ 32. f ( x ) = -ex+ 2 So$ 33. f(x) = -ex+1- 1 SbS (34). f(x) = ex- 2 hstood (log.3 to jedmun latin and! In Exercises 35-52, solve each exponential equation using the method of "relating the bases" first rewriting the equation in the form bu = b". amper 35. 2* = 16 gog tide 36. 3 7-1 = Soubmini of by gosig tonio 3/. V5 - 25 38. (V3) * = 9 = 2x 40. * - 1 nononut exit 125 V/3 = 10 41. (49)*= = vo slorwifeeigen arlf of awenn robe pribridof enditesup on wollot ant jewant 43 = 27 44. 21 = 4x 2-prom albiwenthole alidaon yoom wolf to how bigslip betoeaxe ed abo allddor wom world 45. ex = - 18 46. esx+2 = Be 47. 1 - Ve el - x afiddpi nom 48. (ex)2 = e 3