PLEASE ANSWER ALL QUESTIONS AND MAKE WRITING CLEAR

For the graph shown. what is limf(x)? 1} co 000 O The limit does not exist. For the graph shown. what is limf(x)? xr 0- 000 C) The limit does not exist. Where is the function shown discontinuous? X 54321412345 O The function is continuous throughout the graph. O when x = 1 O when x = 0 O when X = - 1Where is the function shown discontinuous? X -2 -1 2 2 O when x = 0 O when x = -1, 1 O when x = -1, 0, 1 O The function is continuous throughout the graph.Use limits to determine if f (x) = (x + 2) 2 is continuous at x = 0. Yes, it is continuous because lim f(x) * limf(x). x-0 Yes, it is continuous because lim f(x) = limf(x) # f(0). x-0+ x+0 O Continuity cannot be determined using limits. Yes, it is continuous because lim f(x) = limf(x) = f(0). x-0 x+0Use limits to determine if f (x) = (x+2)2 is continuous at X = -2. No, it is not continuous because lim f(x) # lim f(x). X--2+ x--2 No, it is not continuous because lim f(x) = lim f(x) = f(-2). x- -2+ x--2 No, it is not continuous because lim f(x) = lim f(x) # f(-2). x- -2+ O Continuity cannot be determined using limits.x, x #2 What kind of discontinuity does f (x) = have at x = 2? -2, x = 2 O infinite O removable O oscillating O no discontinuity\fWhat are the coordinates of the point of removable discontinuity off(x) = 135:;26 ? o (0, 2.5) O (3, 5) O (3, - 5) o (2, 5) Suppose the temperature of an oven is turned on and increases every ve minutes according to the table shown. Determine whether the oven temperature was ever 200 degrees. t (min) 0 5 1o 15 20 25 30 T (degrees) 70 75 85 100 150 250 400 O The temperature would reach 200 degrees sometime between 20 and 25 minutes. 0 The temperature would reach 200 degrees sometime between 15 and 20 minutes. 0 The temperature would reach 200 degrees sometime between 25 and 30 minutes. 0 It is impossible to determine if the over reach 200 degrees based on the information given