Math questions

ork: 2.7 HW - Precise Question 4, 2.7.28 HW Score: 43.41%, 3.04 of 7 points ons of Limits Part 1 of 5 Points: 0 of 1 Save list Use the precise definition of a limit to prove lim (x + 6)* = 0. Specify a relationship between & and 8 that guarantees the limit exists. X - - 6 (Hint: Use the identity Vx4 = (x|.) 4 State the steps for proving that lim f(x) = L. x-a Let & be an arbitrary positive number. Use the inequality to find a condition of the form where depends only on the value of Then, for any & > 0, assume and use the relationship between to prove that alculator Ask my instructor Clear all Check answer 6:26 PM Q Search 2/8/2024 TSUS pause delete home floend flipgup f12 gd prt sc insert breakQuestion 6, 2.7.37 HW Score: 43.41%, 3.04 of 7 points jork: 2.7 HW - Precise T e B 11115 Part 1 of 8 O Points: 0 of 1 precise definition of a limit to prove the following limit. Specify a relationship between and & that guarantees the limit exists. '_ Use the list | : fim (x@+x*) =0 (Hint: Use the fact that if [x| 0, assume [ -the value of | n 7 6:26 PM or Ask my instructor D) B ep0s = L am Q Search Homework: 2.7 HW - Precise Question 7, 2.7.45 Definitions of Limits HW Score: 43.41%, 3.04 of 7 points Part 2 of 9 Points: 0.04 of 1 Save lestion list Use the precise definition of infinite limits to prove the following limit. lim X-2 ( X - 2)2 200 Question 4 Question 5 The infinite limit lim f(x) = co means that for any positive number N, there exists a corresponding > 0 such that f(X) > N X-2 whenever 0