X + structure.com/courses/1564000/quizzes/4840809/take/questions/66620030 D Question 2 6 pts Looking at the same function as the previous question, f (x) 20 +, 13) 10 (1,7) . (1, 2) 10 Consider the x-values where the function is not continuous and the type of discontinuity it is. Use the information to match the items below with the most appropriate choice. At x = -1 [ Choose ] At x = 0 [ Choose ] At x - 1 [ Choose ] At x = 4 [ Choose ] O W huluMod X + c.instructure.com/courses/1564000/quizzes/4840809/take/questions/66620032 X f(30) = 24-5x-6 EC-6 5.9 5.99 5.999 6.000 ?(will determine with limits) 6.001 6.01 6.1 2) Determine the one-sided limits below using the chart. Type in the numeric value found or if co, write infinity, if -oo, write negative infinity. lim, +6- x2-5x-6 x -6 lim, 2 -5x-6 3) What is the overall limit (fill in below)? (round to nearest integer - no decimal places) If the limit does not exist type in DNE. rse lim2-6 -5x-6 a-6 ver EY W T N hulu $10 DDI FA - BRACE] $5 16 ] - 144 & #. $ 5 6 7 3 4 P E R T Y U F G H KX + structure.com/courses/1564000/quizzes/4840809/take/questions/66620032 For this problem you will numerically estimate the limit limr-+6- x2 -5x-6 x-6 There are two sections: 1) First fill in the blank boxes given in the chart below rounding answers to two decimal places X f(a) = 2 -52-6 5.9 5.99 5.999 ? (will determine with 6.000 limits) 6.001 5.01 6.1 2) Determine the one-sided limits below using the chart. Type in the numeric value found or if co, write infinity, if -oo, write negative infinity. . lim-6- 2 52 6 x-6 . limz-6+ 25x 6 hulu O 9 W fg $7 140 DII 15 0 1 - & # $ % 3 4 5Looking at the same function as the previous question, f (x) 30 (4, 13) 10 (1,7) O . (1, 2) -10 Consider the x-values where the function is not continuous and the type of discontinuity it is. Use the information to match the items below with the most appropriate choice. At x = -1 [Choose ] Choose the function is continuous everywhere. At x = 0 there is no discontinuity, the function is continuous at that point. there is a removable discontinuity. there is an asymptotic discontinuity. there is a jump discontinuity. At x = 1 there is a determinable discontinuity. At x = 4 [ Choose ] O 9 W N hulu f8 fg F10 DDI F4 f5 F6 - F7 144 # $ & 3 4 5 6 O T U P E R D F G H K