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14 Nov 2019
Anwser the following questions: (8), (9), (18), (25)?
In Exercises 3-16, find the limit. 3. lim x* 4. lim (3x+2) (a) lim glr) (a) lim flx) xâ1 5. lim (2x2 + 4x +1) 6. lim (b) lim g(x) (b) lim fa) 2x 5 7. lim 8. lim -3x+3 10. lim +23 In Exercises 25-28, find the limit of the function (if it exists). Write a simpler function that agrees with the given function at all but one point. Use a graphing utility to confirm your result. 9. lim sin x xâ Ï/2 11. lim sec 2 12. lim sin 25. im 26. l lim 13. lim tan( ) 15.n 3x e) 14. in , 14. lim cos x lim (x+4)ln(r+6) -4 x-16 xâ3 27, 28. im 16, lim e-r sin Ï.x xâ 1 In Exercises 29-36, find the limit (if it exists). In Exercises 17-20, find the limits. 17. fx) 18. f(x) = x + 7, g(x) = x2 19. f(x) = 4-2, g(x)-- 30. limx+ 6 32. limx 3 5-x, gx)- 29. lim ^-25 (a) limfx)(b) lim gx) lim g(fx)) (a) lim, /x) (ms() lim,ga) (a)(b(c) lim) 31. lim 33. lim 35. lim 2(r +Ar)-2
Anwser the following questions: (8), (9), (18), (25)?
In Exercises 3-16, find the limit. 3. lim x* 4. lim (3x+2) (a) lim glr) (a) lim flx) xâ1 5. lim (2x2 + 4x +1) 6. lim (b) lim g(x) (b) lim fa) 2x 5 7. lim 8. lim -3x+3 10. lim +23 In Exercises 25-28, find the limit of the function (if it exists). Write a simpler function that agrees with the given function at all but one point. Use a graphing utility to confirm your result. 9. lim sin x xâ Ï/2 11. lim sec 2 12. lim sin 25. im 26. l lim 13. lim tan( ) 15.n 3x e) 14. in , 14. lim cos x lim (x+4)ln(r+6) -4 x-16 xâ3 27, 28. im 16, lim e-r sin Ï.x xâ 1 In Exercises 29-36, find the limit (if it exists). In Exercises 17-20, find the limits. 17. fx) 18. f(x) = x + 7, g(x) = x2 19. f(x) = 4-2, g(x)-- 30. limx+ 6 32. limx 3 5-x, gx)- 29. lim ^-25 (a) limfx)(b) lim gx) lim g(fx)) (a) lim, /x) (ms() lim,ga) (a)(b(c) lim) 31. lim 33. lim 35. lim 2(r +Ar)-2
ruthlubangaLv2
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Nestor RutherfordLv2
20 Jan 2019
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