MATH1007 - ge E Homework: Assignment 3 Question 30, 3.8.102 HW Part 3 of 3 Show that lim 1+ * * for any x > 0 'S C-00 VB. lim (1+ c) /c :-0 le C. lim ( 1 + c)" G OD. lim (1 + c)" C-+00 on What limit laws and/or definitions are needed to prove that the result from the previous step is equal to e"? Select all that apply A e= lim (1+x)1 /x X-+0 B. The Power Rule, If lim f(x) tositive integer X - C lim (1 + c)x / c C. The Sum Rule, If lim f(x) = 1 -+0 (f(x) + g(x)) = L+ M. X - C ble (1+0)1/0 P. The Root Rule, If lim f(x) =1 ositive integer X - c lim (1 + c) 1 /c] x e Apply the appropriate laws and/or de ill in the missing work. ni lim (1 + c) = liml (D 1 9] C-0 C -+ 0