solve and show work please

i(x) k(x) A.y Ay x Use the graphs of j(x) and k(x) above to evaluate each limit below. If a non-existent limit is an infinite limit, then specify if it is oo, or - co. If a non-existent limit is neither oo nor - co, then you may write "Does not exist" (DNE). The function j(x) has a vertical asymptote at x= 0, and a horizontal asymptote at y = 3 8. lim j(x) = 14. lim [j (x) k(x)] = x-1 x-2' 9. lim j (x) = 15. j(4) = x-0+ 10. lim j (x) = 16. k(0) = X-0- 17. lim j (k(x)) = 11. lim j (x) = x-1 x--00' 12. lim j (x) = 18. lim kj(x)) = X - -00 X-+00 13. lim j(x) = 19. lim j(k(x)) = x - -2+ X--2" 20. lim_j(k(x)) = x - - 2- 21. Use j(x) above to answer each question that follows: a. Where are the discontinuities? Explain why each one is a discontinuity. b. Which discontinuities are removeable