Calculating Limits as x +∞ In Exercises 37-42, find the limit of each function (a) as x ane (b) as x-0. (You may wish to visualize your answer with graphing calculator or computer.) 37. f(x) = 2 38. f(x) = T x2 3 %3D 39. g(x) = 1 40. g(x) 8 1 2 + (1/x) -5 + (7/x) 3 (1/x2) (5/x²) 3 - (2/x) 41. h(x) : 42. h(x) 4 + (V2/x²) Find the limits in Exercises 43-46. sin 2x 43. lim cos 0 44. lim 0→-0 30
Calculating Limits as x +∞ In Exercises 37-42, find the limit of each function (a) as x ane (b) as x-0. (You may wish to visualize your answer with graphing calculator or computer.) 37. f(x) = 2 38. f(x) = T x2 3 %3D 39. g(x) = 1 40. g(x) 8 1 2 + (1/x) -5 + (7/x) 3 (1/x2) (5/x²) 3 - (2/x) 41. h(x) : 42. h(x) 4 + (V2/x²) Find the limits in Exercises 43-46. sin 2x 43. lim cos 0 44. lim 0→-0 30
Functions and Change: A Modeling Approach to College Algebra (MindTap Course List)
6th Edition
ISBN:9781337111348
Author:Bruce Crauder, Benny Evans, Alan Noell
Publisher:Bruce Crauder, Benny Evans, Alan Noell
Chapter2: Graphical And Tabular Analysis
Section2.CR: Chapter Review Exercises
Problem 1CR: Finding a Minimum Suppose the function f=x392x2+6x+1 describes a physical situation that makes sense...
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