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@ Question 2 & 0/1pt O 100 2 27 O Details The graph below is the function f(z) 5 4 -8B -2 -1 1 2 3 4 1 2 -3 4 -5 Select all statements below that you agree with. Note: You may be checking more than one box. No partial credit. L) (2) is defined. U ILH% f(z) exists. Olim f(e) = (2). (] The function is continuous at x = 2. (] The function is not continuous at x = 2. continuous at x = 2? a) Is the function f(z) = O Yes it is continuous O No it is not continuous b) Select all of the options below that are true. () No rules are violated, the function is continuous. (] The function is not defined at z = 2. (] The limit does not exist. (] The value of the limit does not equal the value of the function at 2 @ Question 4 & 0/1pt O 100 229 O Details v-4x+1 if z-5 Calculate the following limits. Enter "DNE" if the limit does not exist. Jm @)= ] dm =] fmof@= watte (8] Determine whether f(z) is continuous at = 5. If f(x) is not continuous, identify why. O Continuous at x = 5. Not Continuous at z = 5: f(5) is not defined. O Not Continuous at z = 5: lim5 f(x) does not exist. Tr O Not Continuous at z = 5: f(5) # lim5 f(z). T What type of discontinuity does f(x) have at z = 5? O f(z) has an infinite discontinuity at x = 5. O Continuous at z = 5. O f(z) has a jump discontinuity at z = 5. O f(z) has a removable discontinuity at z = 5. @ Question 6 The graph below is the function f(z) ~ b W A 5 -4 -3 -2 -1 2 3 5 1 -2 3 4 5 Select all statements below that you agree with. Note: You may be checking more than one box. No partial credit. [ (2) is defined. O li_)II; f(z) exists. Olim f(z) = (2). (] The function is continuous at x = 2. (] The function is not continuous at x = 2