Determine if the function is continuous at the given point. If it is discontinuous, classify the discontinuity as jump, removable, infinite, or other. If it is continuous, choose continuous. 2 - 2x2 a. f(ac ) = 2 - 2x if x 7 1; at x = 1 the function is: ? Classification: ? 2 if x = 1 b. f (ac ) = sin( Trac). tannx) ; at x = 1 the function is: ? Classification: ? x+1 c. f(x) = anato; at x = -1 the function is: ? Classification: ? V d. f(2) = 3x2 - e2x if x 0 (a) f(0) does not exist. (b) lim f(x) does not exist (or is infinite). (c) Both (a) and (b). (d) f(0) and lim f(x) exist, but they are not equal.(1 point) Why is the following function discontinuous at :1: = 1? 1 ifm=l a) f(1) does not exist. ma] 1:) Both( a) and (b). d)f(1)and ling u?) exist they are not equal. ( (b) lim at) does not exist (or 15 innite). ( l (1 point) Why is the following function discontinuous at :13 = 1? {1+m2 ifm1